diff options
| author | Marek Černocký <marek@manet.cz> | 2016-09-16 08:46:15 +0200 |
|---|---|---|
| committer | Marek Černocký <marek@manet.cz> | 2016-09-16 08:46:15 +0200 |
| commit | 5384ec160154221f610351af4318ae1a424e5d9d (patch) | |
| tree | d5df97a0c4658897c2dd018d9da0eebf8cb3e426 /help | |
| parent | 2bfb965e5899382bdcb024a11e64b58c6b408f59 (diff) | |
Updated Czech translation
Diffstat (limited to 'help')
| -rw-r--r-- | help/cs/cs.po | 4240 |
1 files changed, 2179 insertions, 2061 deletions
diff --git a/help/cs/cs.po b/help/cs/cs.po index 84a80dad..63cddfd5 100644 --- a/help/cs/cs.po +++ b/help/cs/cs.po @@ -6,10 +6,10 @@ msgid "" msgstr "" "Project-Id-Version: genius master\n" -"POT-Creation-Date: 2016-01-06 19:49+0000\n" -"PO-Revision-Date: 2016-01-15 16:14+0100\n" +"POT-Creation-Date: 2016-08-24 22:59+0000\n" +"PO-Revision-Date: 2016-09-16 08:45+0200\n" "Last-Translator: Marek Černocký <marek@manet.cz>\n" -"Language-Team: Czech <gnome-cs-list@gnome.org>\n" +"Language-Team: čeština <gnome-cs-list@gnome.org>\n" "Language: cs\n" "MIME-Version: 1.0\n" "Content-Type: text/plain; charset=UTF-8\n" @@ -64,14 +64,13 @@ msgstr "" #: C/genius.xml:36(para) msgid "Manual for the Genius Math Tool." -msgstr "Příručka pro matematický nástroj Genius." +msgstr "Příručka k matematickému nástroji Genius." #: C/genius.xml:37(title) msgid "Genius Manual" msgstr "Příručka k aplikaci Genius" #: C/genius.xml:40(year) -#| msgid "1997-2014" msgid "1997-2016" msgstr "1997 – 2016" @@ -223,15 +222,14 @@ msgid "0.2" msgstr "0.2" #: C/genius.xml:146(date) -msgid "January 2016" -msgstr "leden 2016" +msgid "August 2016" +msgstr "Srpen 2016" #: C/genius.xml:148(para) msgid "Jiri (George) Lebl <email>jirka@5z.com</email>" msgstr "Jiri (George) Lebl <email>jirka@5z.com</email>" #: C/genius.xml:154(releaseinfo) -#| msgid "This manual describes version 1.0.20 of Genius." msgid "This manual describes version 1.0.21 of Genius." msgstr "Tato příručka popisuje aplikaci Genius ve verzi 1.0.21." @@ -311,7 +309,7 @@ msgstr "" #: C/genius.xml:201(para) msgid "" "Generally, when some feature of the language (function, operator, etc...) is " -"new is some version past 1.0.5, it is mentioned, but below 1.0.5 you would " +"new in some version past 1.0.5, it is mentioned, but below 1.0.5 you would " "have to look at the NEWS file." msgstr "" "Obecně, pokud se jedná o vlastnost jazyka (funkci, operátor apod.) jako " @@ -328,8 +326,8 @@ msgstr "Jak spustit <application>matematický nástroj Genius</application>" #: C/genius.xml:215(para) msgid "" -"You can start <application><application>Genius Mathematics Tool</" -"application></application> in the following ways:" +"You can start <application>Genius Mathematics Tool</application> in the " +"following ways:" msgstr "" "<application>Matematický nástroj Genius</application> můžete spustit " "následujícími způsoby:" @@ -436,7 +434,7 @@ msgstr "Příklady" msgid "Programs" msgstr "Programy" -#: C/genius.xml:284(guilabel) C/genius.xml:9378(title) +#: C/genius.xml:284(guilabel) C/genius.xml:9488(title) msgid "Settings" msgstr "Nastavení" @@ -509,14 +507,14 @@ msgid "" "The <guilabel>Examples</guilabel> menu is a list of example programs or " "demos. If you open the menu, it will load the example into a new program, " "which you can run, edit, modify, and save. These programs should be well " -"documented and generally demonstrate some either feature of " +"documented and generally demonstrate either some feature of " "<application>Genius Mathematics Tool</application> or some mathematical " "concept." msgstr "" "Pod nabídkou <guilabel>Příklady</guilabel> je seznam příkladů a ukázkových " "programů. Když nabídku otevřete, načte se příklad jako nový program, který " "můžete spouštět, upravovat, měnit a ukládat. Tyto programy by měly být dobře " -"zdokumentované a obecně předvádět buď některé z vlastností " +"zdokumentované a obecně předvádět některé z vlastností " "<application>matematického nástroje Genius</application> nebo nějaký " "matematický koncept." @@ -604,7 +602,7 @@ msgstr "" msgid "" "To evaluate an expression, type it into the <guilabel>Console</guilabel> " "work area and press enter. Expressions are written in a language called GEL. " -"The most simple GEL expression just looks like mathematics. For example " +"The most simple GEL expressions just looks like mathematics. For example " "<screen><prompt>genius> </prompt><userinput>30*70 + 67^3.0 + ln(7) * " "(88.8/100)</userinput>\n" "</screen> or <screen><prompt>genius> </prompt><userinput>62734 + 812634 + " @@ -677,7 +675,7 @@ msgstr "Jak vytvořit nový program" msgid "" "If you wish to enter several more complicated commands, or perhaps write a " "complicated function using the <link linkend=\"genius-gel\">GEL</link> " -"language. You can create a new program." +"language, you can create a new program." msgstr "" "Když si přejete zadat několik komplikovaných příkazů nebo napsat složitou " "funkci pomocí jazyka <link linkend=\"genius-gel\">GEL</link>, můžete " @@ -789,7 +787,7 @@ msgstr "" "provádění dočasných změn, kdy chcete spustit upravený program, ale změny " "nechcete uchovat." -#: C/genius.xml:483(title) C/genius.xml:8626(title) +#: C/genius.xml:483(title) C/genius.xml:8708(title) msgid "Plotting" msgstr "Vykreslování" @@ -1315,7 +1313,7 @@ msgstr "" #: C/genius.xml:801(para) msgid "" -"The next type if number is floating point. These are entered in a similar " +"The next type of number is floating point. These are entered in a similar " "fashion to C notation. You can use <literal>E</literal>, <literal>e</" "literal> or <literal>@</literal> as the exponent delimiter. Note that using " "the exponent delimiter gives a float even if there is no decimal point in " @@ -1350,13 +1348,13 @@ msgstr "" #: C/genius.xml:817(para) msgid "" -"The final type of number in gel is the complex numbers. You can enter a " +"The final type of number in GEL is the complex numbers. You can enter a " "complex number as a sum of real and imaginary parts. To add an imaginary " "part, append an <literal>i</literal>. Here are examples of entering complex " "numbers: <placeholder-1/>" msgstr "" -"Posledním typem čísel jsou komplexní čísla (complex). Komplexní číslo můžete " -"zadat jako součet reálné a imaginární části. Imaginární část přidáte " +"Posledním typem čísel v GEL jsou komplexní čísla (complex). Komplexní číslo " +"můžete zadat jako součet reálné a imaginární části. Imaginární část přidáte " "doplněním <literal>i</literal>. Zde jsou příklady zápisu komplexních čísel: " "<placeholder-1/>" @@ -2068,7 +2066,7 @@ msgstr "Komentáře" #, no-wrap msgid "" "# This is just a comment\n" -"# every line in a comment must have its own pond sign\n" +"# every line in a comment must have its own pound sign\n" "# in the next line we set x to the value 123\n" "x=123;\n" msgstr "" @@ -2080,7 +2078,7 @@ msgstr "" #: C/genius.xml:1180(para) msgid "" "GEL is similar to other scripting languages in that <literal>#</literal> " -"denotes a comments, that is text that is not meant to be evaluated. " +"denotes a comment, that is text that is not meant to be evaluated. " "Everything beyond the pound sign till the end of line will just be ignored. " "For example, <placeholder-1/>" msgstr "" @@ -2211,11 +2209,11 @@ msgstr "Seznam operátorů GEL" #: C/genius.xml:1252(para) msgid "" -"Everything in gel is really just an expression. Expressions are stringed " +"Everything in GEL is really just an expression. Expressions are stringed " "together with different operators. As we have seen, even the separator is " "simply a binary operator in GEL. Here is a list of the operators in GEL." msgstr "" -"Vše v jazyce gel jsou ve skutečnosti jen výrazy. Výrazy jsou dohromady " +"Vše v jazyce GEL jsou ve skutečnosti jen výrazy. Výrazy jsou dohromady " "řetězeny pomocí různých operátorů. Jak jste již viděli, i oddělovač je ve " "skutečnosti jen binární operátor jazyka. Zde je seznam operátorů jazyka GEL." @@ -2285,8 +2283,8 @@ msgid "" "\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://mathworld." -"wolfram.com/AbsoluteValue.html\">Mathworld</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Absolutn%C3%AD_hodnota" +"wolfram.com/AbsoluteValue.html\">Mathworld</ulink> (text je v angličtině) a " +"<ulink url=\"http://cs.wikipedia.org/wiki/Absolutn%C3%AD_hodnota" "\">Wikipedia</ulink>." #: C/genius.xml:1319(userinput) @@ -2643,8 +2641,8 @@ msgstr "a or b" #: C/genius.xml:1615(para) msgid "" -"Logical or. Returns true if both <varname>a</varname> or <varname>b</" -"varname> are true, else returns false. If given numbers, nonzero numbers are " +"Logical or. Returns true if either <varname>a</varname> or <varname>b</" +"varname> is true, else returns false. If given numbers, nonzero numbers are " "treated as true." msgstr "" "Logické NEBO (OR). Vrací pravda, když je <varname>a</varname> nebo " @@ -3080,7 +3078,7 @@ msgstr "Smyčky while" #: C/genius.xml:1944(para) msgid "" "Syntax: <placeholder-1/> These are similar to other languages. However, as " -"in gel it is simply an expression that must have some return value, these " +"in GEL it is simply an expression that must have some return value, these " "constructs will simply return the result of the last iteration or " "<literal>NULL</literal> if no iteration was done. In the boolean expression, " "<literal>=</literal> is translated into <literal>==</literal> just as for " @@ -3147,8 +3145,8 @@ msgid "" "done to within 2^-20 of the step size. That is, even if we overshoot by " "2^-20 times the \"by\" above, we still execute the last iteration. This way " "<placeholder-1/> does the expected even though adding 0.1 ten times becomes " -"just slightly more 1.0 due to the way that floating point numbers are stored " -"in base 2 (there is no 0.1, the actual number stored is just ever so " +"just slightly more than 1.0 due to the way that floating point numbers are " +"stored in base 2 (there is no 0.1, the actual number stored is just ever so " "slightly bigger). This is not perfect but it handles the majority of the " "cases. If you want to avoid dealing with this issue, use actual rational " "numbers for example: <placeholder-2/> This check is done only from version " @@ -4461,7 +4459,7 @@ msgstr "" "transpozice bohužel novou kopii vytváří. Při práci se skutečnými maticemi a " "vektory je doporučováno vždy používat operátor <literal>.'</literal>." -#: C/genius.xml:2725(title) C/genius.xml:5869(title) +#: C/genius.xml:2725(title) C/genius.xml:5892(title) msgid "Linear Algebra" msgstr "Lineární algebra" @@ -4905,8 +4903,8 @@ msgstr "" "nezareaguje, je další provádění programu blokováno." #: C/genius.xml:2974(para) C/genius.xml:3592(para) C/genius.xml:3722(para) -#: C/genius.xml:3770(para) C/genius.xml:3799(para) C/genius.xml:7953(para) -#: C/genius.xml:8195(para) +#: C/genius.xml:3770(para) C/genius.xml:3799(para) C/genius.xml:8019(para) +#: C/genius.xml:8261(para) msgid "Version 1.0.10 onwards." msgstr "Verze 1.0.10 a novější." @@ -5295,8 +5293,8 @@ msgstr "" "Vrátit aktuální UNIXový čas s přesností na mikrovteřiny v podobě desetinného " "čísla. Prakticky se jedná o počet vteřin uplynulých od 1. ledna 1970." -#: C/genius.xml:3185(para) C/genius.xml:8502(para) C/genius.xml:8511(para) -#: C/genius.xml:8520(para) +#: C/genius.xml:3185(para) C/genius.xml:8568(para) C/genius.xml:8577(para) +#: C/genius.xml:8586(para) msgid "Version 1.0.15 onwards." msgstr "Verze 1.0.15 a novější." @@ -5359,10 +5357,10 @@ msgstr "" "zásobníku, podobně jako u <guilabel>Zobrazit uživatelské proměnné</guilabel> " "v grafické verzi." -#: C/genius.xml:3213(para) C/genius.xml:3281(para) C/genius.xml:5692(para) -#: C/genius.xml:5701(para) C/genius.xml:6312(para) C/genius.xml:7667(para) -#: C/genius.xml:8026(para) C/genius.xml:8052(para) C/genius.xml:8888(para) -#: C/genius.xml:8902(para) +#: C/genius.xml:3213(para) C/genius.xml:3281(para) C/genius.xml:5715(para) +#: C/genius.xml:5724(para) C/genius.xml:6369(para) C/genius.xml:7733(para) +#: C/genius.xml:8092(para) C/genius.xml:8118(para) C/genius.xml:8998(para) +#: C/genius.xml:9012(para) msgid "Version 1.0.18 onwards." msgstr "Verze 1.0.18 a novější." @@ -5532,9 +5530,9 @@ msgstr "" "application> považuje nechráněné proměnné za definované uživatelem." #: C/genius.xml:3302(para) C/genius.xml:3403(para) C/genius.xml:3421(para) -#: C/genius.xml:7149(para) C/genius.xml:7272(para) C/genius.xml:7292(para) -#: C/genius.xml:7317(para) C/genius.xml:7338(para) C/genius.xml:7360(para) -#: C/genius.xml:7381(para) C/genius.xml:7432(para) C/genius.xml:7465(para) +#: C/genius.xml:7210(para) C/genius.xml:7337(para) C/genius.xml:7357(para) +#: C/genius.xml:7382(para) C/genius.xml:7403(para) C/genius.xml:7425(para) +#: C/genius.xml:7446(para) C/genius.xml:7497(para) C/genius.xml:7530(para) msgid "Version 1.0.7 onwards." msgstr "Verze 1.0.7 a novější." @@ -6076,10 +6074,10 @@ msgstr "" "třeba <link linkend=\"gel-function-LinePlot\"><function>LinePlot</function></" "link>." -#: C/genius.xml:3581(para) C/genius.xml:3757(para) C/genius.xml:7517(para) -#: C/genius.xml:7530(para) C/genius.xml:7543(para) C/genius.xml:7556(para) -#: C/genius.xml:7569(para) C/genius.xml:7582(para) C/genius.xml:7838(para) -#: C/genius.xml:8653(para) C/genius.xml:9063(para) C/genius.xml:9100(para) +#: C/genius.xml:3581(para) C/genius.xml:3757(para) C/genius.xml:7582(para) +#: C/genius.xml:7595(para) C/genius.xml:7608(para) C/genius.xml:7621(para) +#: C/genius.xml:7634(para) C/genius.xml:7647(para) C/genius.xml:7904(para) +#: C/genius.xml:8735(para) C/genius.xml:9173(para) C/genius.xml:9210(para) msgid "Version 1.0.16 onwards." msgstr "Verze 1.0.16 a novější." @@ -6537,12 +6535,12 @@ msgstr "" #: C/genius.xml:3816(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Catalan%27s_constant" -"\">Wikipedia</ulink>, or <ulink url=\"http://mathworld.wolfram.com/" +"\">Wikipedia</ulink> or <ulink url=\"http://mathworld.wolfram.com/" "CatalansConstant.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://mathworld." "wolfram.com/CatalansConstant.html\">Mathworld</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://en.wikipedia.org/wiki/Catalan%27s_constant" +"a <ulink url=\"http://en.wikipedia.org/wiki/Catalan%27s_constant" "\">Wikipedia</ulink> (text je v angličtině)." #: C/genius.xml:3825(term) @@ -6566,17 +6564,15 @@ msgstr "" #: C/genius.xml:3833(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Euler-Mascheroni_constant" -"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/encyclopedia/" -"MascheroniConstant.html\">Planetmath</ulink> or <ulink url=\"http://" -"mathworld.wolfram.com/Euler-MascheroniConstant.html\">Mathworld</ulink> for " -"more information." +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/MascheroniConstant" +"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/Euler-" +"MascheroniConstant.html\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/MascheroniConstant.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/Euler-" -"MascheroniConstant.html\">Mathworld</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Eulerova_konstanta\">Wikipedia</" -"ulink>." +"Více informací najdete v encyklopediíc <ulink url=\"http://planetmath.org/" +"MascheroniConstant\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/Euler-MascheroniConstant.html\">Mathworld</" +"ulink> (text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"Eulerova_konstanta\">Wikipedia</ulink>." #: C/genius.xml:3843(term) msgid "<anchor id=\"gel-function-GoldenRatio\"/>GoldenRatio" @@ -6594,15 +6590,15 @@ msgstr "Zlatý řez." #: C/genius.xml:3847(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Golden_ratio\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/GoldenRatio.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"GoldenRatio.html\">Mathworld</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/GoldenRatio\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/GoldenRatio.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/GoldenRatio.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/GoldenRatio.html\">Mathworld</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Zlat%C3%BD_%C5%99ez\">Wikipedia</ulink>." +"GoldenRatio\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://" +"mathworld.wolfram.com/GoldenRatio.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Zlat%C3%BD_%C5%99ez" +"\">Wikipedia</ulink>." #: C/genius.xml:3857(term) msgid "<anchor id=\"gel-function-Gravity\"/>Gravity" @@ -6662,15 +6658,13 @@ msgstr "" msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/" "E_(mathematical_constant)\">Wikipedia</ulink> or <ulink url=\"http://" -"planetmath.org/encyclopedia/E.html\">Planetmath</ulink> or <ulink url=" -"\"http://mathworld.wolfram.com/e.html\">Mathworld</ulink> for more " -"information." +"planetmath.org/E\">Planetmath</ulink> or <ulink url=\"http://mathworld." +"wolfram.com/e.html\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/E.html\">Planetmath</ulink> (text je v angličtině), <ulink url=" -"\"http://mathworld.wolfram.com/e.html\">Mathworld</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Eulerovo_%C4%8D" -"%C3%ADslo\">Wikipedia</ulink>." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/E" +"\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://mathworld." +"wolfram.com/e.html\">Mathworld</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Eulerovo_%C4%8D%C3%ADslo\">Wikipedia</ulink>." #: C/genius.xml:3891(term) msgid "<anchor id=\"gel-function-pi\"/>pi" @@ -6692,15 +6686,15 @@ msgstr "" #: C/genius.xml:3898(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Pi\">Wikipedia</ulink> or " -"<ulink url=\"http://planetmath.org/encyclopedia/Pi.html\">Planetmath</ulink> " -"or <ulink url=\"http://mathworld.wolfram.com/Pi.html\">Mathworld</ulink> for " -"more information." +"<ulink url=\"http://planetmath.org/Pi\">Planetmath</ulink> or <ulink url=" +"\"http://mathworld.wolfram.com/Pi.html\">Mathworld</ulink> for more " +"information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Pi.html\">Planetmath</ulink> (text je v angličtině), <ulink url=" -"\"http://mathworld.wolfram.com/Pi.html\">Mathworld</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/P%C3%AD_%28%C4%8D" -"%C3%ADslo%29\">Wikipedia</ulink>." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/Pi" +"\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://mathworld." +"wolfram.com/Pi.html\">Mathworld</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/P%C3%AD_%28%C4%8D%C3%ADslo%29\">Wikipedia</" +"ulink>." #: C/genius.xml:3911(title) msgid "Numeric" @@ -6733,24 +6727,23 @@ msgstr "" #: C/genius.xml:3924(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Absolute_value\">Wikipedia</" -"ulink>, <ulink url=\"http://planetmath.org/encyclopedia/AbsoluteValue.html" -"\">Planetmath (absolute value)</ulink>, <ulink url=\"http://planetmath.org/" -"encyclopedia/ModulusOfComplexNumber.html\">Planetmath (modulus)</ulink>, " -"<ulink url=\"http://mathworld.wolfram.com/AbsoluteValue.html\">Mathworld " -"(absolute value)</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"ComplexModulus.html\">Mathworld (complex modulus)</ulink> for more " -"information." +"ulink>, <ulink url=\"http://planetmath.org/AbsoluteValue\">Planetmath " +"(absolute value)</ulink>, <ulink url=\"http://planetmath.org/" +"ModulusOfComplexNumber\">Planetmath (modulus)</ulink>, <ulink url=\"http://" +"mathworld.wolfram.com/AbsoluteValue.html\">Mathworld (absolute value)</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/ComplexModulus.html" +"\">Mathworld (complex modulus)</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://cs.wikipedia.org/" +"Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Absolutn%C3%AD_hodnota\">Wikipedia</ulink>, <ulink url=\"http://" -"planetmath.org/encyclopedia/AbsoluteValue.html\">Planetmath (absolutní " -"hodnota; text je v angličtině)</ulink>, <ulink url=\"http://planetmath.org/" -"encyclopedia/ModulusOfComplexNumber.html\">Planetmath (absolutní hodnota " -"komplexního čísla; text je v angličtině)</ulink>, <ulink url=\"http://" -"mathworld.wolfram.com/AbsoluteValue.html\">Mathworld (absolutní hodnota; " -"text je v angličtině)</ulink> nebo <ulink url=\"http://mathworld.wolfram.com/" -"ComplexModulus.html\">Mathworld (absolutní hodnota komplexního čísla; text " -"je v angličtině)</ulink>." +"planetmath.org/AbsoluteValue\">Planetmath (absolutní hodnota; text je v " +"angličtině)</ulink>, <ulink url=\"http://planetmath.org/" +"ModulusOfComplexNumber\">Planetmath (absolutní hodnota komplexního čísla; " +"text je v angličtině)</ulink>, <ulink url=\"http://mathworld.wolfram.com/" +"AbsoluteValue.html\">Mathworld (absolutní hodnota; text je v angličtině)</" +"ulink> a <ulink url=\"http://mathworld.wolfram.com/ComplexModulus.html" +"\">Mathworld (absolutní hodnota komplexního čísla; text je v angličtině)</" +"ulink>." #: C/genius.xml:3937(term) msgid "<anchor id=\"gel-function-Chop\"/>Chop" @@ -7149,7 +7142,7 @@ msgstr "" #: C/genius.xml:4134(para) msgid "" "Note that you should be careful and notice that floating point numbers are " -"stored an binary and so may not be what you expect. For example " +"stored in binary and so may not be what you expect. For example " "<userinput>ceil(420/4.2)</userinput> returns 101 instead of the expected " "100. This is because 4.2 is actually very slightly less than 4.2. Use " "rational representation <userinput>42/10</userinput> if you want exact " @@ -7184,17 +7177,15 @@ msgstr "" #: C/genius.xml:4155(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Exponential_function" -"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/encyclopedia/" -"LogarithmFunction.html\">Planetmath</ulink> or <ulink url=\"http://mathworld." -"wolfram.com/ExponentialFunction.html\">Mathworld</ulink> for more " -"information." +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/LogarithmFunction" +"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"ExponentialFunction.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/LogarithmFunction.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/ExponentialFunction." -"html\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Exponenci%C3%A1ln%C3%AD_funkce#Exponenci.C3.A1la_o_z.C3." -"A1kladu_e\">Wikipedia</ulink>." +"LogarithmFunction\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/ExponentialFunction.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Exponenci" +"%C3%A1ln%C3%AD_funkce#Exponenci.C3.A1la_o_z.C3.A1kladu_e\">Wikipedia</ulink>." #: C/genius.xml:4165(term) msgid "<anchor id=\"gel-function-float\"/>float" @@ -7247,16 +7238,15 @@ msgstr "Přirozený logaritmus, logaritmus o základu <varname>e</varname>." #: C/genius.xml:4186(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Natural_logarithm\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/LogarithmFunction." -"html\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"NaturalLogarithm.html\">Mathworld</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/LogarithmFunction\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/NaturalLogarithm.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/LogarithmFunction.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/NaturalLogarithm.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Logaritmus#P.C5.99irozen.C3.BD_logaritmus\">Wikipedia</" -"ulink>." +"LogarithmFunction\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/NaturalLogarithm.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"Logaritmus#P.C5.99irozen.C3.BD_logaritmus\">Wikipedia</ulink>." #: C/genius.xml:4196(term) msgid "<anchor id=\"gel-function-log\"/>log" @@ -7470,273 +7460,272 @@ msgstr "" #: C/genius.xml:4297(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/SquareRoot.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Square_root\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/SquareRoot\">Planetmath</ulink> " +"for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/SquareRoot.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Druh%C3%A1_odmocninae" -"\">Wikipedia</ulink>." +"Více informací najdete v encyklopediích <ulink url=\"https://cs.wikipedia." +"org/wiki/Druh%C3%A1_odmocnina\">Wikipedia</ulink> a <ulink url=\"http://" +"planetmath.org/SquareRoot\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:4305(term) +#: C/genius.xml:4306(term) msgid "<anchor id=\"gel-function-trunc\"/>trunc" msgstr "<anchor id=\"gel-function-trunc\"/>trunc" -#: C/genius.xml:4307(synopsis) +#: C/genius.xml:4308(synopsis) #, no-wrap msgid "trunc (x)" msgstr "trunc (x)" -#: C/genius.xml:4308(para) +#: C/genius.xml:4309(para) msgid "Aliases: <function>Truncate</function><function>IntegerPart</function>" msgstr "" "Alternativní názvy: <function>Truncate</function><function>IntegerPart</" "function>" -#: C/genius.xml:4309(para) +#: C/genius.xml:4310(para) msgid "Truncate number to an integer (return the integer part)." msgstr "Oříznout číslo na celé číslo (vrátí celou část)." -#: C/genius.xml:4317(title) +#: C/genius.xml:4318(title) msgid "Trigonometry" msgstr "Trigonometrie" -#: C/genius.xml:4320(term) +#: C/genius.xml:4321(term) msgid "<anchor id=\"gel-function-acos\"/>acos" msgstr "<anchor id=\"gel-function-acos\"/>acos" -#: C/genius.xml:4322(synopsis) +#: C/genius.xml:4323(synopsis) #, no-wrap msgid "acos (x)" msgstr "acos (x)" -#: C/genius.xml:4323(para) +#: C/genius.xml:4324(para) msgid "Aliases: <function>arccos</function>" msgstr "Alternativní názvy: <function>arccos</function>" -#: C/genius.xml:4324(para) +#: C/genius.xml:4325(para) msgid "The arccos (inverse cos) function." msgstr "Funkce arkus kosinus (inverzní kosinus)." -#: C/genius.xml:4329(term) +#: C/genius.xml:4330(term) msgid "<anchor id=\"gel-function-acosh\"/>acosh" msgstr "<anchor id=\"gel-function-acosh\"/>acosh" -#: C/genius.xml:4331(synopsis) +#: C/genius.xml:4332(synopsis) #, no-wrap msgid "acosh (x)" msgstr "acosh (x)" -#: C/genius.xml:4332(para) +#: C/genius.xml:4333(para) msgid "Aliases: <function>arccosh</function>" msgstr "Alternativní názvy: <function>arccosh</function>" -#: C/genius.xml:4333(para) +#: C/genius.xml:4334(para) msgid "The arccosh (inverse cosh) function." msgstr "Funkce arkus hyperbolický kosinus (inverzní cosh)." -#: C/genius.xml:4338(term) +#: C/genius.xml:4339(term) msgid "<anchor id=\"gel-function-acot\"/>acot" msgstr "<anchor id=\"gel-function-acot\"/>acot" -#: C/genius.xml:4340(synopsis) +#: C/genius.xml:4341(synopsis) #, no-wrap msgid "acot (x)" msgstr "acot (x)" -#: C/genius.xml:4341(para) +#: C/genius.xml:4342(para) msgid "Aliases: <function>arccot</function>" msgstr "Alternativní názvy: <function>arccot</function>" -#: C/genius.xml:4342(para) +#: C/genius.xml:4343(para) msgid "The arccot (inverse cot) function." msgstr "Funkce arkus kotangens (inverzní kotangens)." -#: C/genius.xml:4347(term) +#: C/genius.xml:4348(term) msgid "<anchor id=\"gel-function-acoth\"/>acoth" msgstr "<anchor id=\"gel-function-acoth\"/>acoth" -#: C/genius.xml:4349(synopsis) +#: C/genius.xml:4350(synopsis) #, no-wrap msgid "acoth (x)" msgstr "acoth (x)" -#: C/genius.xml:4350(para) +#: C/genius.xml:4351(para) msgid "Aliases: <function>arccoth</function>" msgstr "Alternativní názvy: <function>arccoth</function>" -#: C/genius.xml:4351(para) +#: C/genius.xml:4352(para) msgid "The arccoth (inverse coth) function." msgstr "Funkce arkus hyperbolický kotangens (inverzní coth)." -#: C/genius.xml:4356(term) +#: C/genius.xml:4357(term) msgid "<anchor id=\"gel-function-acsc\"/>acsc" msgstr "<anchor id=\"gel-function-acsc\"/>acsc" -#: C/genius.xml:4358(synopsis) +#: C/genius.xml:4359(synopsis) #, no-wrap msgid "acsc (x)" msgstr "acsc (x)" -#: C/genius.xml:4359(para) +#: C/genius.xml:4360(para) msgid "Aliases: <function>arccsc</function>" msgstr "Alternativní názvy: <function>arccsc</function>" -#: C/genius.xml:4360(para) +#: C/genius.xml:4361(para) msgid "The inverse cosecant function." msgstr "Funkce inverzní kosekans." -#: C/genius.xml:4365(term) +#: C/genius.xml:4366(term) msgid "<anchor id=\"gel-function-acsch\"/>acsch" msgstr "<anchor id=\"gel-function-acsch\"/>acsch" -#: C/genius.xml:4367(synopsis) +#: C/genius.xml:4368(synopsis) #, no-wrap msgid "acsch (x)" msgstr "acsch (x)" -#: C/genius.xml:4368(para) +#: C/genius.xml:4369(para) msgid "Aliases: <function>arccsch</function>" msgstr "Alternativní názvy: <function>arccsch</function>" -#: C/genius.xml:4369(para) +#: C/genius.xml:4370(para) msgid "The inverse hyperbolic cosecant function." msgstr "Funkce inverzní hyperbolický kosekans." -#: C/genius.xml:4374(term) +#: C/genius.xml:4375(term) msgid "<anchor id=\"gel-function-asec\"/>asec" msgstr "<anchor id=\"gel-function-asec\"/>asec" -#: C/genius.xml:4376(synopsis) +#: C/genius.xml:4377(synopsis) #, no-wrap msgid "asec (x)" msgstr "asec (x)" -#: C/genius.xml:4377(para) +#: C/genius.xml:4378(para) msgid "Aliases: <function>arcsec</function>" msgstr "Alternativní názvy: <function>arcsec</function>" -#: C/genius.xml:4378(para) +#: C/genius.xml:4379(para) msgid "The inverse secant function." msgstr "Funkce inverzní sekans." -#: C/genius.xml:4383(term) +#: C/genius.xml:4384(term) msgid "<anchor id=\"gel-function-asech\"/>asech" msgstr "<anchor id=\"gel-function-asech\"/>asech" -#: C/genius.xml:4385(synopsis) +#: C/genius.xml:4386(synopsis) #, no-wrap msgid "asech (x)" msgstr "asech (x)" -#: C/genius.xml:4386(para) +#: C/genius.xml:4387(para) msgid "Aliases: <function>arcsech</function>" msgstr "Alternativní názvy: <function>arcsech</function>" -#: C/genius.xml:4387(para) +#: C/genius.xml:4388(para) msgid "The inverse hyperbolic secant function." msgstr "Funkce inverzní hyperbolický sekans." -#: C/genius.xml:4392(term) +#: C/genius.xml:4393(term) msgid "<anchor id=\"gel-function-asin\"/>asin" msgstr "<anchor id=\"gel-function-asin\"/>asin" -#: C/genius.xml:4394(synopsis) +#: C/genius.xml:4395(synopsis) #, no-wrap msgid "asin (x)" msgstr "asin (x)" -#: C/genius.xml:4395(para) +#: C/genius.xml:4396(para) msgid "Aliases: <function>arcsin</function>" msgstr "Alternativní názvy: <function>arcsin</function>" -#: C/genius.xml:4396(para) +#: C/genius.xml:4397(para) msgid "The arcsin (inverse sin) function." msgstr "Funkce arkus sinus (inverzní sinus)." -#: C/genius.xml:4401(term) +#: C/genius.xml:4402(term) msgid "<anchor id=\"gel-function-asinh\"/>asinh" msgstr "<anchor id=\"gel-function-asinh\"/>asinh" -#: C/genius.xml:4403(synopsis) +#: C/genius.xml:4404(synopsis) #, no-wrap msgid "asinh (x)" msgstr "asinh (x)" -#: C/genius.xml:4404(para) +#: C/genius.xml:4405(para) msgid "Aliases: <function>arcsinh</function>" msgstr "Alternativní názvy: <function>arcsinh</function>" -#: C/genius.xml:4405(para) +#: C/genius.xml:4406(para) msgid "The arcsinh (inverse sinh) function." msgstr "Funkce arkus hyperbolický sinus (inverzní sinh)." -#: C/genius.xml:4410(term) +#: C/genius.xml:4411(term) msgid "<anchor id=\"gel-function-atan\"/>atan" msgstr "<anchor id=\"gel-function-atan\"/>atan" -#: C/genius.xml:4412(synopsis) +#: C/genius.xml:4413(synopsis) #, no-wrap msgid "atan (x)" msgstr "atan (x)" -#: C/genius.xml:4413(para) +#: C/genius.xml:4414(para) msgid "Aliases: <function>arctan</function>" msgstr "Alternativní názvy: <function>arctan</function>" -#: C/genius.xml:4414(para) +#: C/genius.xml:4415(para) msgid "Calculates the arctan (inverse tan) function." msgstr "Vypočítat funkce arkus tangens (inverzní tangens)." -#: C/genius.xml:4415(para) +#: C/genius.xml:4416(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Arctangent\">Wikipedia</ulink> " "or <ulink url=\"http://mathworld.wolfram.com/InverseTangent.html" "\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://mathworld." -"wolfram.com/InverseTangent.html\">Mathworld</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Arkus_tangens\">Wikipedia</" -"ulink>." +"wolfram.com/InverseTangent.html\">Mathworld</ulink> (text je v angličtině) a " +"<ulink url=\"http://cs.wikipedia.org/wiki/Arkus_tangens\">Wikipedia</ulink>." -#: C/genius.xml:4424(term) +#: C/genius.xml:4425(term) msgid "<anchor id=\"gel-function-atanh\"/>atanh" msgstr "<anchor id=\"gel-function-atanh\"/>atanh" -#: C/genius.xml:4426(synopsis) +#: C/genius.xml:4427(synopsis) #, no-wrap msgid "atanh (x)" msgstr "atanh (x)" -#: C/genius.xml:4427(para) +#: C/genius.xml:4428(para) msgid "Aliases: <function>arctanh</function>" msgstr "Alternativní názvy: <function>arctanh</function>" -#: C/genius.xml:4428(para) +#: C/genius.xml:4429(para) msgid "The arctanh (inverse tanh) function." msgstr "Funkce arkus hyperbolický tangens (inverzní tanh)." -#: C/genius.xml:4433(term) +#: C/genius.xml:4434(term) msgid "<anchor id=\"gel-function-atan2\"/>atan2" msgstr "<anchor id=\"gel-function-atan2\"/>atan2" -#: C/genius.xml:4435(synopsis) +#: C/genius.xml:4436(synopsis) #, no-wrap msgid "atan2 (y, x)" msgstr "atan2 (y, x)" -#: C/genius.xml:4436(para) +#: C/genius.xml:4437(para) msgid "Aliases: <function>arctan2</function>" msgstr "Alternativní názvy: <function>arctan2</function>" -#: C/genius.xml:4437(para) +#: C/genius.xml:4438(para) msgid "" "Calculates the arctan2 function. If <userinput>x>0</userinput> then it " "returns <userinput>atan(y/x)</userinput>. If <userinput>x<0</userinput> " "then it returns <userinput>sign(y) * (pi - atan(|y/x|)</userinput>. When " "<userinput>x=0</userinput> it returns <userinput>sign(y) *\n" "\t pi/2</userinput>. <userinput>atan2(0,0)</userinput> returns 0 rather " -"then failing." +"than failing." msgstr "" "Vypočítat funkci arctan2. Jestliže je <userinput>x>0</userinput>, pak " "vrací <userinput>atan(y/x)</userinput>. Jestliže je <userinput>x<0</" @@ -7745,207 +7734,210 @@ msgstr "" "\t pi/2</userinput>. Volání <userinput>atan2(0,0)</userinput> vrací 0 " "namísto selhání." -#: C/genius.xml:4445(para) +#: C/genius.xml:4446(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Atan2\">Wikipedia</ulink> or " "<ulink url=\"http://mathworld.wolfram.com/InverseTangent.html\">Mathworld</" "ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://mathworld." -"wolfram.com/InverseTangent.html\">Mathworld</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Arctg2\">Wikipedia</ulink>." +"wolfram.com/InverseTangent.html\">Mathworld</ulink> (text je v angličtině) a " +"<ulink url=\"http://cs.wikipedia.org/wiki/Arctg2\">Wikipedia</ulink>." -#: C/genius.xml:4454(term) +#: C/genius.xml:4455(term) msgid "<anchor id=\"gel-function-cos\"/>cos" msgstr "<anchor id=\"gel-function-cos\"/>cos" -#: C/genius.xml:4456(synopsis) +#: C/genius.xml:4457(synopsis) #, no-wrap msgid "cos (x)" msgstr "cos (x)" -#: C/genius.xml:4457(para) +#: C/genius.xml:4458(para) msgid "Calculates the cosine function." msgstr "Vypočítat funkci kosinus." -#: C/genius.xml:4458(para) C/genius.xml:4482(para) C/genius.xml:4506(para) -#: C/genius.xml:4530(para) C/genius.xml:4554(para) C/genius.xml:4578(para) +#: C/genius.xml:4459(para) C/genius.xml:4485(para) C/genius.xml:4511(para) +#: C/genius.xml:4537(para) C/genius.xml:4563(para) C/genius.xml:4589(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/" -"DefinitionsInTrigonometry.html\">Planetmath</ulink> for more information." +"See <ulink url=\"http://en.wikipedia.org/wiki/Trigonometric_functions" +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/" +"DefinitionsInTrigonometry\">Planetmath</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/DefinitionsInTrigonometry.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Goniometrick" -"%C3%A1_funkce\">Wikipedia</ulink>." +"Více informací najdete v encyklopediích <ulink url=\"https://cs.wikipedia." +"org/wiki/Goniometrick%C3%A1_funkce\">Wikipedia</ulink> a <ulink url=\"http://" +"planetmath.org/DefinitionsInTrigonometry\">Planetmath</ulink> (text je v " +"angličtině)." -#: C/genius.xml:4466(term) +#: C/genius.xml:4468(term) msgid "<anchor id=\"gel-function-cosh\"/>cosh" msgstr "<anchor id=\"gel-function-cosh\"/>cosh" -#: C/genius.xml:4468(synopsis) +#: C/genius.xml:4470(synopsis) #, no-wrap msgid "cosh (x)" msgstr "cosh (x)" -#: C/genius.xml:4469(para) +#: C/genius.xml:4471(para) msgid "Calculates the hyperbolic cosine function." msgstr "Vypočítat funkci hyperbolický kosinus." -#: C/genius.xml:4470(para) C/genius.xml:4494(para) C/genius.xml:4518(para) -#: C/genius.xml:4542(para) C/genius.xml:4566(para) C/genius.xml:4590(para) +#: C/genius.xml:4472(para) C/genius.xml:4498(para) C/genius.xml:4524(para) +#: C/genius.xml:4550(para) C/genius.xml:4576(para) C/genius.xml:4602(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/HyperbolicFunctions.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Hyperbolic_function" +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/" +"HyperbolicFunctions\">Planetmath</ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/HyperbolicFunctions.html\">Planetmath</ulink> (text je v " +"Více informací najdete v encyklopediích <ulink url=\"https://cs.wikipedia." +"org/wiki/Hyperbolick%C3%A9_funkce\">Wikipedia</ulink> a <ulink url=\"http://" +"planetmath.org/HyperbolicFunctions\">Planetmath</ulink> (text je v " "angličtině)." -#: C/genius.xml:4478(term) +#: C/genius.xml:4481(term) msgid "<anchor id=\"gel-function-cot\"/>cot" msgstr "<anchor id=\"gel-function-cot\"/>cot" -#: C/genius.xml:4480(synopsis) +#: C/genius.xml:4483(synopsis) #, no-wrap msgid "cot (x)" msgstr "cot (x)" -#: C/genius.xml:4481(para) +#: C/genius.xml:4484(para) msgid "The cotangent function." msgstr "Funkce kotangens." -#: C/genius.xml:4490(term) +#: C/genius.xml:4494(term) msgid "<anchor id=\"gel-function-coth\"/>coth" msgstr "<anchor id=\"gel-function-coth\"/>coth" -#: C/genius.xml:4492(synopsis) +#: C/genius.xml:4496(synopsis) #, no-wrap msgid "coth (x)" msgstr "coth (x)" -#: C/genius.xml:4493(para) +#: C/genius.xml:4497(para) msgid "The hyperbolic cotangent function." msgstr "Funkce hyperbolický kotangens." -#: C/genius.xml:4502(term) +#: C/genius.xml:4507(term) msgid "<anchor id=\"gel-function-csc\"/>csc" msgstr "<anchor id=\"gel-function-csc\"/>csc" -#: C/genius.xml:4504(synopsis) +#: C/genius.xml:4509(synopsis) #, no-wrap msgid "csc (x)" msgstr "csc (x)" -#: C/genius.xml:4505(para) +#: C/genius.xml:4510(para) msgid "The cosecant function." msgstr "Funkce kosekans." -#: C/genius.xml:4514(term) +#: C/genius.xml:4520(term) msgid "<anchor id=\"gel-function-csch\"/>csch" msgstr "<anchor id=\"gel-function-csch\"/>csch" -#: C/genius.xml:4516(synopsis) +#: C/genius.xml:4522(synopsis) #, no-wrap msgid "csch (x)" msgstr "csch (x)" -#: C/genius.xml:4517(para) +#: C/genius.xml:4523(para) msgid "The hyperbolic cosecant function." msgstr "Funkce hyperbolický kosekans." -#: C/genius.xml:4526(term) +#: C/genius.xml:4533(term) msgid "<anchor id=\"gel-function-sec\"/>sec" msgstr "<anchor id=\"gel-function-sec\"/>sec" -#: C/genius.xml:4528(synopsis) +#: C/genius.xml:4535(synopsis) #, no-wrap msgid "sec (x)" msgstr "sec (x)" -#: C/genius.xml:4529(para) +#: C/genius.xml:4536(para) msgid "The secant function." msgstr "Funkce sekans." -#: C/genius.xml:4538(term) +#: C/genius.xml:4546(term) msgid "<anchor id=\"gel-function-sech\"/>sech" msgstr "<anchor id=\"gel-function-sech\"/>sech" -#: C/genius.xml:4540(synopsis) +#: C/genius.xml:4548(synopsis) #, no-wrap msgid "sech (x)" msgstr "sech (x)" -#: C/genius.xml:4541(para) +#: C/genius.xml:4549(para) msgid "The hyperbolic secant function." msgstr "Funkce hyperbolický sekans." -#: C/genius.xml:4550(term) +#: C/genius.xml:4559(term) msgid "<anchor id=\"gel-function-sin\"/>sin" msgstr "<anchor id=\"gel-function-sin\"/>sin" -#: C/genius.xml:4552(synopsis) +#: C/genius.xml:4561(synopsis) #, no-wrap msgid "sin (x)" msgstr "sin (x)" -#: C/genius.xml:4553(para) +#: C/genius.xml:4562(para) msgid "Calculates the sine function." msgstr "Vypočítat funkci sinus." -#: C/genius.xml:4562(term) +#: C/genius.xml:4572(term) msgid "<anchor id=\"gel-function-sinh\"/>sinh" msgstr "<anchor id=\"gel-function-sinh\"/>sinh" -#: C/genius.xml:4564(synopsis) +#: C/genius.xml:4574(synopsis) #, no-wrap msgid "sinh (x)" msgstr "sinh (x)" -#: C/genius.xml:4565(para) +#: C/genius.xml:4575(para) msgid "Calculates the hyperbolic sine function." msgstr "Vypočítat funkci hyperbolický sinus." -#: C/genius.xml:4574(term) +#: C/genius.xml:4585(term) msgid "<anchor id=\"gel-function-tan\"/>tan" msgstr "<anchor id=\"gel-function-tan\"/>tan" -#: C/genius.xml:4576(synopsis) +#: C/genius.xml:4587(synopsis) #, no-wrap msgid "tan (x)" msgstr "tan (x)" -#: C/genius.xml:4577(para) +#: C/genius.xml:4588(para) msgid "Calculates the tan function." msgstr "Vypočítat funkci tangens." -#: C/genius.xml:4586(term) +#: C/genius.xml:4598(term) msgid "<anchor id=\"gel-function-tanh\"/>tanh" msgstr "<anchor id=\"gel-function-tanh\"/>tanh" -#: C/genius.xml:4588(synopsis) +#: C/genius.xml:4600(synopsis) #, no-wrap msgid "tanh (x)" msgstr "tanh (x)" -#: C/genius.xml:4589(para) +#: C/genius.xml:4601(para) msgid "The hyperbolic tangent function." msgstr "Funkce hyperbolický tangens." -#: C/genius.xml:4601(title) +#: C/genius.xml:4614(title) msgid "Number Theory" msgstr "Teorie čísel" -#: C/genius.xml:4604(term) +#: C/genius.xml:4617(term) msgid "<anchor id=\"gel-function-AreRelativelyPrime\"/>AreRelativelyPrime" msgstr "<anchor id=\"gel-function-AreRelativelyPrime\"/>AreRelativelyPrime" -#: C/genius.xml:4606(synopsis) +#: C/genius.xml:4619(synopsis) #, no-wrap msgid "AreRelativelyPrime (a,b)" msgstr "AreRelativelyPrime (a,b)" -#: C/genius.xml:4607(para) +#: C/genius.xml:4620(para) msgid "" "Are the real integers <varname>a</varname> and <varname>b</varname> " "relatively prime? Returns <constant>true</constant> or <constant>false</" @@ -7954,56 +7946,57 @@ msgstr "" "Jsou reálná celá čísla <varname>a</varname> a <varname>b</varname> " "nesoudělná? Vrací <constant>true</constant> nebo <constant>false</constant>." -#: C/genius.xml:4611(para) +#: C/genius.xml:4624(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/RelativelyPrime.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"RelativelyPrime.html\">Mathworld</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Coprime_integers\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/RelativelyPrime\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/RelativelyPrime.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/RelativelyPrime.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/RelativelyPrime.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Nesoud%C4%9Bln%C3%A1_%C4%8D%C3%ADsla\">Wikipedia</ulink>." +"RelativelyPrime\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/RelativelyPrime.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/Nesoud" +"%C4%9Bln%C3%A1_%C4%8D%C3%ADsla\">Wikipedia</ulink>." -#: C/genius.xml:4620(term) +#: C/genius.xml:4634(term) msgid "<anchor id=\"gel-function-BernoulliNumber\"/>BernoulliNumber" msgstr "<anchor id=\"gel-function-BernoulliNumber\"/>BernoulliNumber" -#: C/genius.xml:4622(synopsis) +#: C/genius.xml:4636(synopsis) #, no-wrap msgid "BernoulliNumber (n)" msgstr "BernoulliNumber (n)" -#: C/genius.xml:4623(para) +#: C/genius.xml:4637(para) msgid "Return the <varname>n</varname>th Bernoulli number." msgstr "Vrátit <varname>n</varname>-té Bernoulliho číslo." -#: C/genius.xml:4624(para) +#: C/genius.xml:4638(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Bernoulli_number\">Wikipedia</" "ulink> or <ulink url=\"http://mathworld.wolfram.com/BernoulliNumber.html" "\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" -"wiki/Bernoulli_number\">Wikipedia</ulink> (text je v angličtině) nebo <ulink " +"wiki/Bernoulli_number\">Wikipedia</ulink> (text je v angličtině) a <ulink " "url=\"http://mathworld.wolfram.com/BernoulliNumber.html\">Mathworld</ulink> " "(text je v angličtině)." -#: C/genius.xml:4633(term) +#: C/genius.xml:4647(term) msgid "<anchor id=\"gel-function-ChineseRemainder\"/>ChineseRemainder" msgstr "<anchor id=\"gel-function-ChineseRemainder\"/>ChineseRemainder" -#: C/genius.xml:4635(synopsis) +#: C/genius.xml:4649(synopsis) #, no-wrap msgid "ChineseRemainder (a,m)" msgstr "ChineseRemainder (a,m)" -#: C/genius.xml:4636(para) +#: C/genius.xml:4650(para) msgid "Aliases: <function>CRT</function>" msgstr "Alternativní názvy: <function>CRT</function>" -#: C/genius.xml:4637(para) +#: C/genius.xml:4651(para) msgid "" "Find the <varname>x</varname> that solves the system given by the vector " "<varname>a</varname> and modulo the elements of <varname>m</varname>, using " @@ -8012,79 +8005,78 @@ msgstr "" "Najít pomocí čínské věty o zbytcích <varname>x</varname>, které řeší systém " "zadaný vektorem <varname>a</varname>, a zbytky prvků <varname>m</varname>." -#: C/genius.xml:4641(para) +#: C/genius.xml:4655(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Chinese_remainder_theorem" -"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/encyclopedia/" -"ChineseRemainderTheorem.html\">Planetmath</ulink> or <ulink url=\"http://" +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/" +"ChineseRemainderTheorem\">Planetmath</ulink> or <ulink url=\"http://" "mathworld.wolfram.com/ChineseRemainderTheorem.html\">Mathworld</ulink> for " "more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/ChineseRemainderTheorem.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/" -"ChineseRemainderTheorem.html\">Mathworld</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/%C4%8C%C3%ADnsk%C3%A1_v" -"%C4%9Bta_o_zbytc%C3%ADch\">Wikipedia</ulink>." +"ChineseRemainderTheorem\">Planetmath</ulink> (text je v angličtině), <ulink " +"url=\"http://mathworld.wolfram.com/ChineseRemainderTheorem.html\">Mathworld</" +"ulink> (text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"%C4%8C%C3%ADnsk%C3%A1_v%C4%9Bta_o_zbytc%C3%ADch\">Wikipedia</ulink>." -#: C/genius.xml:4651(term) +#: C/genius.xml:4665(term) msgid "" "<anchor id=\"gel-function-CombineFactorizations\"/>CombineFactorizations" msgstr "" "<anchor id=\"gel-function-CombineFactorizations\"/>CombineFactorizations" -#: C/genius.xml:4653(synopsis) +#: C/genius.xml:4667(synopsis) #, no-wrap msgid "CombineFactorizations (a,b)" msgstr "CombineFactorizations (a,b)" -#: C/genius.xml:4654(para) +#: C/genius.xml:4668(para) msgid "Given two factorizations, give the factorization of the product." msgstr "Jsou-li dány dva rozklady, vrátit rozklad (faktorizaci) součinu." -#: C/genius.xml:4656(para) +#: C/genius.xml:4670(para) msgid "See <link linkend=\"gel-function-Factorize\">Factorize</link>." msgstr "Viz <link linkend=\"gel-function-Factorize\">Factorize</link>." -#: C/genius.xml:4661(term) +#: C/genius.xml:4675(term) msgid "<anchor id=\"gel-function-ConvertFromBase\"/>ConvertFromBase" msgstr "<anchor id=\"gel-function-ConvertFromBase\"/>ConvertFromBase" -#: C/genius.xml:4663(synopsis) +#: C/genius.xml:4677(synopsis) #, no-wrap msgid "ConvertFromBase (v,b)" msgstr "ConvertFromBase (v,b)" -#: C/genius.xml:4664(para) +#: C/genius.xml:4678(para) msgid "Convert a vector of values indicating powers of b to a number." msgstr "" "Převést vektor hodnot udávajících mocniny <varname>b</varname> na číslo." -#: C/genius.xml:4669(term) +#: C/genius.xml:4683(term) msgid "<anchor id=\"gel-function-ConvertToBase\"/>ConvertToBase" msgstr "<anchor id=\"gel-function-ConvertToBase\"/>ConvertToBase" -#: C/genius.xml:4671(synopsis) +#: C/genius.xml:4685(synopsis) #, no-wrap msgid "ConvertToBase (n,b)" msgstr "ConvertToBase (n,b)" -#: C/genius.xml:4672(para) +#: C/genius.xml:4686(para) msgid "" "Convert a number to a vector of powers for elements in base <varname>b</" "varname>." msgstr "Převést číslo na vektor mocnin prvků o základu <varname>b</varname>." -#: C/genius.xml:4677(term) +#: C/genius.xml:4691(term) msgid "<anchor id=\"gel-function-DiscreteLog\"/>DiscreteLog" msgstr "<anchor id=\"gel-function-DiscreteLog\"/>DiscreteLog" -#: C/genius.xml:4679(synopsis) +#: C/genius.xml:4693(synopsis) #, no-wrap msgid "DiscreteLog (n,b,q)" msgstr "DiscreteLog (n,b,q)" -#: C/genius.xml:4680(para) +#: C/genius.xml:4694(para) msgid "" "Find discrete log of <varname>n</varname> base <varname>b</varname> in " "F<subscript>q</subscript>, the finite field of order <varname>q</varname>, " @@ -8096,45 +8088,45 @@ msgstr "" "varname>, kde <varname>q</varname> je prvočíslo, pomocí Silverova-Pohligova-" "Hellmanova algoritmu." -#: C/genius.xml:4683(para) +#: C/genius.xml:4697(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Discrete_logarithm" -"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/encyclopedia/" -"DiscreteLogarithm.html\">Planetmath</ulink> or <ulink url=\"http://mathworld." -"wolfram.com/DiscreteLogarithm.html\">Mathworld</ulink> for more information." +"\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/DiscreteLogarithm" +"\">Planetmath</ulink>, or <ulink url=\"http://mathworld.wolfram.com/" +"DiscreteLogarithm.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/DiscreteLogarithm.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/DiscreteLogarithm.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Diskr%C3%A9tn%C3%AD_logaritmus\">Wikipedia</ulink>." +"DiscreteLogarithm\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/DiscreteLogarithm.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Diskr" +"%C3%A9tn%C3%AD_logaritmus\">Wikipedia</ulink>." -#: C/genius.xml:4693(term) +#: C/genius.xml:4707(term) msgid "<anchor id=\"gel-function-Divides\"/>Divides" msgstr "<anchor id=\"gel-function-Divides\"/>Divides" -#: C/genius.xml:4695(synopsis) +#: C/genius.xml:4709(synopsis) #, no-wrap msgid "Divides (m,n)" msgstr "Divides (m,n)" -#: C/genius.xml:4696(para) +#: C/genius.xml:4710(para) msgid "" "Checks divisibility (if <varname>m</varname> divides <varname>n</varname>)." msgstr "" "Zkontrolovat dělitelnost (zda <varname>m</varname> dělí <varname>n</" "varname>)." -#: C/genius.xml:4701(term) +#: C/genius.xml:4715(term) msgid "<anchor id=\"gel-function-EulerPhi\"/>EulerPhi" msgstr "<anchor id=\"gel-function-EulerPhi\"/>EulerPhi" -#: C/genius.xml:4703(synopsis) +#: C/genius.xml:4717(synopsis) #, no-wrap msgid "EulerPhi (n)" msgstr "EulerPhi (n)" -#: C/genius.xml:4704(para) +#: C/genius.xml:4718(para) msgid "" "Compute the Euler phi function for <varname>n</varname>, that is the number " "of integers between 1 and <varname>n</varname> relatively prime to " @@ -8144,29 +8136,29 @@ msgstr "" "čísel mezi 1 a <varname>n</varname>, relativně prvočíselných vůči " "<varname>n</varname>." -#: C/genius.xml:4709(para) +#: C/genius.xml:4723(para) msgid "" -"See <ulink url=\"http://en.wikipedia.org/wiki/Euler_phi\">Wikipedia</ulink> " -"or <ulink url=\"http://planetmath.org/encyclopedia/EulerPhifunction.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"TotientFunction.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://en.wikipedia.org/wiki/Euler_phi\">Wikipedia</ulink>, " +"<ulink url=\"http://planetmath.org/EulerPhifunction\">Planetmath</ulink>, or " +"<ulink url=\"http://mathworld.wolfram.com/TotientFunction.html\">Mathworld</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/EulerPhifunction.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/TotientFunction.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Eulerova_funkce\">Wikipedia</ulink>." +"EulerPhifunction\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/TotientFunction.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"Eulerova_funkce\">Wikipedia</ulink>." -#: C/genius.xml:4719(term) +#: C/genius.xml:4733(term) msgid "<anchor id=\"gel-function-ExactDivision\"/>ExactDivision" msgstr "<anchor id=\"gel-function-ExactDivision\"/>ExactDivision" -#: C/genius.xml:4721(synopsis) +#: C/genius.xml:4735(synopsis) #, no-wrap msgid "ExactDivision (n,d)" msgstr "ExactDivision (n,d)" -#: C/genius.xml:4722(para) +#: C/genius.xml:4736(para) msgid "" "Return <userinput>n/d</userinput> but only if <varname>d</varname> divides " "<varname>n</varname>. If <varname>d</varname> does not divide <varname>n</" @@ -8180,16 +8172,16 @@ msgstr "" "operace <userinput>n/d</userinput>, ale je to samozřejmě použitelné jen v " "případě, kdy přesně víte, co dělíte." -#: C/genius.xml:4734(term) +#: C/genius.xml:4748(term) msgid "<anchor id=\"gel-function-Factorize\"/>Factorize" msgstr "<anchor id=\"gel-function-Factorize\"/>Factorize" -#: C/genius.xml:4736(synopsis) +#: C/genius.xml:4750(synopsis) #, no-wrap msgid "Factorize (n)" msgstr "Factorize (n)" -#: C/genius.xml:4737(para) +#: C/genius.xml:4751(para) msgid "" "Return factorization of a number as a matrix. The first row is the primes in " "the factorization (including 1) and the second row are the powers. So for " @@ -8207,7 +8199,7 @@ msgstr "" "[1 11 13\n" " 1 2 1]</screen>" -#: C/genius.xml:4746(para) +#: C/genius.xml:4760(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Factorization\">Wikipedia</" "ulink> for more information." @@ -8215,16 +8207,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Faktorizace\">Wikipedia</ulink>." -#: C/genius.xml:4754(term) +#: C/genius.xml:4768(term) msgid "<anchor id=\"gel-function-Factors\"/>Factors" msgstr "<anchor id=\"gel-function-Factors\"/>Factors" -#: C/genius.xml:4756(synopsis) +#: C/genius.xml:4770(synopsis) #, no-wrap msgid "Factors (n)" msgstr "Factors (n)" -#: C/genius.xml:4763(programlisting) +#: C/genius.xml:4777(programlisting) #, no-wrap msgid "" "for n=1 to 1000 do (\n" @@ -8237,7 +8229,7 @@ msgstr "" " print(n)\n" ")\n" -#: C/genius.xml:4757(para) +#: C/genius.xml:4771(para) msgid "" "Return all factors of <varname>n</varname> in a vector. This includes all " "the non-prime factors as well. It includes 1 and the number itself. So for " @@ -8251,16 +8243,16 @@ msgstr "" "součtem všech svých činitelů) až do 1000 můžete udělat toto (je to však " "značně neefektivní) <placeholder-1/>" -#: C/genius.xml:4773(term) +#: C/genius.xml:4787(term) msgid "<anchor id=\"gel-function-FermatFactorization\"/>FermatFactorization" msgstr "<anchor id=\"gel-function-FermatFactorization\"/>FermatFactorization" -#: C/genius.xml:4775(synopsis) +#: C/genius.xml:4789(synopsis) #, no-wrap msgid "FermatFactorization (n,tries)" msgstr "FermatFactorization (n,pokusy)" -#: C/genius.xml:4776(para) +#: C/genius.xml:4790(para) msgid "" "Attempt Fermat factorization of <varname>n</varname> into <userinput>(t-s)*(t" "+s)</userinput>, returns <varname>t</varname> and <varname>s</varname> as a " @@ -8272,7 +8264,7 @@ msgstr "" "varname> jako vektor, jinak vrací <constant>null</constant>. Argument " "<varname>pokusy</varname> určuje počet pokusu, než se výpočet vzdá." -#: C/genius.xml:4783(para) +#: C/genius.xml:4797(para) msgid "" "This is a fairly good factorization if your number is the product of two " "factors that are very close to each other." @@ -8280,7 +8272,7 @@ msgstr "" "Jedná se o docela dobrý rozklad za předpokladu, že je vaše číslo součinem " "dvou přibližně stejně velkých čísel." -#: C/genius.xml:4787(para) +#: C/genius.xml:4801(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Fermat_factorization" "\">Wikipedia</ulink> for more information." @@ -8288,18 +8280,18 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://en.wikipedia.org/" "wiki/Fermat_factorization\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:4795(term) +#: C/genius.xml:4809(term) msgid "" "<anchor id=\"gel-function-FindPrimitiveElementMod\"/>FindPrimitiveElementMod" msgstr "" "<anchor id=\"gel-function-FindPrimitiveElementMod\"/>FindPrimitiveElementMod" -#: C/genius.xml:4797(synopsis) +#: C/genius.xml:4811(synopsis) #, no-wrap msgid "FindPrimitiveElementMod (q)" msgstr "FindPrimitiveElementMod (q)" -#: C/genius.xml:4798(para) +#: C/genius.xml:4812(para) msgid "" "Find the first primitive element in F<subscript>q</subscript>, the finite " "group of order <varname>q</varname>. Of course <varname>q</varname> must be " @@ -8309,7 +8301,7 @@ msgstr "" "<varname>q</varname>. Je samozřejmé, že <varname>q</varname> musí být " "prvočíslo." -#: C/genius.xml:4804(term) +#: C/genius.xml:4818(term) msgid "" "<anchor id=\"gel-function-FindRandomPrimitiveElementMod\"/" ">FindRandomPrimitiveElementMod" @@ -8317,12 +8309,12 @@ msgstr "" "<anchor id=\"gel-function-FindRandomPrimitiveElementMod\"/" ">FindRandomPrimitiveElementMod" -#: C/genius.xml:4806(synopsis) +#: C/genius.xml:4820(synopsis) #, no-wrap msgid "FindRandomPrimitiveElementMod (q)" msgstr "FindRandomPrimitiveElementMod (q)" -#: C/genius.xml:4807(para) +#: C/genius.xml:4821(para) msgid "" "Find a random primitive element in F<subscript>q</subscript>, the finite " "group of order <varname>q</varname> (q must be a prime)." @@ -8331,16 +8323,16 @@ msgstr "" "řádu <varname>q</varname>. Je samozřejmé, že <varname>q</varname> musí být " "prvočíslo." -#: C/genius.xml:4813(term) +#: C/genius.xml:4827(term) msgid "<anchor id=\"gel-function-IndexCalculus\"/>IndexCalculus" msgstr "<anchor id=\"gel-function-IndexCalculus\"/>IndexCalculus" -#: C/genius.xml:4815(synopsis) +#: C/genius.xml:4829(synopsis) #, no-wrap msgid "IndexCalculus (n,b,q,S)" msgstr "IndexCalculus (n,b,q,S)" -#: C/genius.xml:4816(para) +#: C/genius.xml:4830(para) msgid "" "Compute discrete log base <varname>b</varname> of n in F<subscript>q</" "subscript>, the finite group of order <varname>q</varname> (<varname>q</" @@ -8357,7 +8349,7 @@ msgstr "" "function-IndexCalculusPrecalculation" "\"><function>IndexCalculusPrecalculation</function></link>." -#: C/genius.xml:4825(term) +#: C/genius.xml:4839(term) msgid "" "<anchor id=\"gel-function-IndexCalculusPrecalculation\"/" ">IndexCalculusPrecalculation" @@ -8365,12 +8357,12 @@ msgstr "" "<anchor id=\"gel-function-IndexCalculusPrecalculation\"/" ">IndexCalculusPrecalculation" -#: C/genius.xml:4827(synopsis) +#: C/genius.xml:4841(synopsis) #, no-wrap msgid "IndexCalculusPrecalculation (b,q,S)" msgstr "IndexCalculusPrecalculation (b,q,S)" -#: C/genius.xml:4828(para) +#: C/genius.xml:4842(para) msgid "" "Run the precalculation step of <link linkend=\"gel-function-IndexCalculus" "\"><function>IndexCalculus</function></link> for logarithms base <varname>b</" @@ -8386,31 +8378,31 @@ msgstr "" "<varname>S</varname> (kde <varname>S</varname> je sloupcový vektor " "prvočísel). Logaritmy budou předpočítány a vráceny v druhém sloupci." -#: C/genius.xml:4838(term) +#: C/genius.xml:4852(term) msgid "<anchor id=\"gel-function-IsEven\"/>IsEven" msgstr "<anchor id=\"gel-function-IsEven\"/>IsEven" -#: C/genius.xml:4840(synopsis) +#: C/genius.xml:4854(synopsis) #, no-wrap msgid "IsEven (n)" msgstr "IsEven (n)" -#: C/genius.xml:4841(para) +#: C/genius.xml:4855(para) msgid "Tests if an integer is even." msgstr "Otestovat, zda je celé číslo sudé." -#: C/genius.xml:4846(term) +#: C/genius.xml:4860(term) msgid "" "<anchor id=\"gel-function-IsMersennePrimeExponent\"/>IsMersennePrimeExponent" msgstr "" "<anchor id=\"gel-function-IsMersennePrimeExponent\"/>IsMersennePrimeExponent" -#: C/genius.xml:4848(synopsis) +#: C/genius.xml:4862(synopsis) #, no-wrap msgid "IsMersennePrimeExponent (p)" msgstr "IsMersennePrimeExponent (p)" -#: C/genius.xml:4849(para) +#: C/genius.xml:4863(para) msgid "" "Tests if a positive integer <varname>p</varname> is a Mersenne prime " "exponent. That is if 2<superscript>p</superscript>-1 is a prime. It does " @@ -8426,32 +8418,31 @@ msgstr "" "\">MersennePrimeExponents</link> a <link linkend=\"gel-function-LucasLehmer" "\">LucasLehmer</link>." -#: C/genius.xml:4860(para) C/genius.xml:5076(para) +#: C/genius.xml:4874(para) C/genius.xml:5090(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Mersenne_prime\">Wikipedia</" -"ulink>, <ulink url=\"http://planetmath.org/encyclopedia/MersenneNumbers.html" -"\">Planetmath</ulink>, <ulink url=\"http://mathworld.wolfram.com/" -"MersennePrime.html\">Mathworld</ulink> or <ulink url=\"http://www.mersenne." -"org/\">GIMPS</ulink> for more information." +"ulink>, <ulink url=\"http://planetmath.org/MersenneNumbers\">Planetmath</" +"ulink>, <ulink url=\"http://mathworld.wolfram.com/MersennePrime.html" +"\">Mathworld</ulink> or <ulink url=\"http://www.mersenne.org/\">GIMPS</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/MersenneNumbers.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/MersennePrime.html" -"\">Mathworld</ulink> (text je v angličtině), <ulink url=\"http://www." -"mersenne.org/\">GIMPS</ulink> (text je v angličtině) nebo <ulink url=" -"\"http://cs.wikipedia.org/wiki/Mersennovo_prvo%C4%8D%C3%ADslo\">Wikipedia</" -"ulink>." +"MersenneNumbers\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/MersennePrime.html\">Mathworld</ulink> (text " +"je v angličtině), <ulink url=\"http://www.mersenne.org/\">GIMPS</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"Mersennovo_prvo%C4%8D%C3%ADslo\">Wikipedia</ulink>." -#: C/genius.xml:4872(term) +#: C/genius.xml:4886(term) msgid "<anchor id=\"gel-function-IsNthPower\"/>IsNthPower" msgstr "<anchor id=\"gel-function-IsNthPower\"/>IsNthPower" -#: C/genius.xml:4874(synopsis) +#: C/genius.xml:4888(synopsis) #, no-wrap msgid "IsNthPower (m,n)" msgstr "IsNthPower (m,n)" -#: C/genius.xml:4875(para) +#: C/genius.xml:4889(para) msgid "" "Tests if a rational number <varname>m</varname> is a perfect <varname>n</" "varname>th power. See also <link linkend=\"gel-function-IsPerfectPower" @@ -8463,44 +8454,45 @@ msgstr "" "IsPerfectPower\">IsPerfectPower</link> a <link linkend=\"gel-function-" "IsPerfectSquare\">IsPerfectSquare</link>." -#: C/genius.xml:4886(term) +#: C/genius.xml:4900(term) msgid "<anchor id=\"gel-function-IsOdd\"/>IsOdd" msgstr "<anchor id=\"gel-function-IsOdd\"/>IsOdd" -#: C/genius.xml:4888(synopsis) +#: C/genius.xml:4902(synopsis) #, no-wrap msgid "IsOdd (n)" msgstr "IsOdd (n)" -#: C/genius.xml:4889(para) +#: C/genius.xml:4903(para) msgid "Tests if an integer is odd." msgstr "Otestovat, zda je celé číslo liché." -#: C/genius.xml:4894(term) +#: C/genius.xml:4908(term) msgid "<anchor id=\"gel-function-IsPerfectPower\"/>IsPerfectPower" msgstr "<anchor id=\"gel-function-IsPerfectPower\"/>IsPerfectPower" -#: C/genius.xml:4896(synopsis) +#: C/genius.xml:4910(synopsis) #, no-wrap msgid "IsPerfectPower (n)" msgstr "IsPerfectPower (n)" -#: C/genius.xml:4897(para) -msgid "Check an integer is any perfect power, a<superscript>b</superscript>." +#: C/genius.xml:4911(para) +msgid "" +"Check an integer for being any perfect power, a<superscript>b</superscript>." msgstr "" "Zkontrolovat, zda je celé číslo perfekntí mocninou a<superscript>b</" "superscript>." -#: C/genius.xml:4902(term) +#: C/genius.xml:4916(term) msgid "<anchor id=\"gel-function-IsPerfectSquare\"/>IsPerfectSquare" msgstr "<anchor id=\"gel-function-IsPerfectSquare\"/>IsPerfectSquare" -#: C/genius.xml:4904(synopsis) +#: C/genius.xml:4918(synopsis) #, no-wrap msgid "IsPerfectSquare (n)" msgstr "IsPerfectSquare (n)" -#: C/genius.xml:4905(para) +#: C/genius.xml:4919(para) msgid "" "Check an integer for being a perfect square of an integer. The number must " "be a real integer. Negative integers are of course never perfect squares of " @@ -8510,16 +8502,16 @@ msgstr "" "Číslo musí být přirozené číslo. Záporná celá čísla samozřejmě perfektními " "druhými mocninami přirozených čísel být nemohou." -#: C/genius.xml:4914(term) +#: C/genius.xml:4928(term) msgid "<anchor id=\"gel-function-IsPrime\"/>IsPrime" msgstr "<anchor id=\"gel-function-IsPrime\"/>IsPrime" -#: C/genius.xml:4916(synopsis) +#: C/genius.xml:4930(synopsis) #, no-wrap msgid "IsPrime (n)" msgstr "IsPrime (n)" -#: C/genius.xml:4917(para) +#: C/genius.xml:4931(para) msgid "" "Tests primality of integers, for numbers less than 2.5e10 the answer is " "deterministic (if Riemann hypothesis is true). For numbers larger, the " @@ -8537,7 +8529,7 @@ msgstr "" "<function>IsPrimeMillerRabinReps</function>. Výchozí hodnota 22 dává " "pravděpodobnost zhruba 5.7e-14." -#: C/genius.xml:4928(para) +#: C/genius.xml:4942(para) msgid "" "If <constant>false</constant> is returned, you can be sure that the number " "is a composite. If you want to be absolutely sure that you have a prime you " @@ -8551,28 +8543,28 @@ msgstr "" "MillerRabinTestSure\"><function>MillerRabinTestSure</function></link>, ale " "může to trvat trochu déle." -#: C/genius.xml:4936(para) C/genius.xml:5174(para) C/genius.xml:5214(para) +#: C/genius.xml:4950(para) C/genius.xml:5188(para) C/genius.xml:5229(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/PrimeNumber.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"PrimeNumber.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/PrimeNumber\">Planetmath</ulink> or " +"<ulink url=\"http://mathworld.wolfram.com/PrimeNumber.html\">Mathworld</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/PrimeNumber.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/PrimeNumber.html\">Mathworld</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Prvo%C4%8D%C3%ADslo\">Wikipedia</ulink>." +"PrimeNumber\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://" +"mathworld.wolfram.com/PrimeNumber.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Prvo%C4%8D%C3%ADslo" +"\">Wikipedia</ulink>." -#: C/genius.xml:4945(term) +#: C/genius.xml:4959(term) msgid "<anchor id=\"gel-function-IsPrimitiveMod\"/>IsPrimitiveMod" msgstr "<anchor id=\"gel-function-IsPrimitiveMod\"/>IsPrimitiveMod" -#: C/genius.xml:4947(synopsis) +#: C/genius.xml:4961(synopsis) #, no-wrap msgid "IsPrimitiveMod (g,q)" msgstr "IsPrimitiveMod (g,q)" -#: C/genius.xml:4948(para) +#: C/genius.xml:4962(para) msgid "" "Check if <varname>g</varname> is primitive in F<subscript>q</subscript>, the " "finite group of order <varname>q</varname>, where <varname>q</varname> is a " @@ -8583,7 +8575,7 @@ msgstr "" "varname> je prvočíslo. Pokud <varname>q</varname> není prvočíslo, jsou " "výsledky nesmyslné." -#: C/genius.xml:4954(term) +#: C/genius.xml:4968(term) msgid "" "<anchor id=\"gel-function-IsPrimitiveModWithPrimeFactors\"/" ">IsPrimitiveModWithPrimeFactors" @@ -8591,12 +8583,12 @@ msgstr "" "<anchor id=\"gel-function-IsPrimitiveModWithPrimeFactors\"/" ">IsPrimitiveModWithPrimeFactors" -#: C/genius.xml:4956(synopsis) +#: C/genius.xml:4970(synopsis) #, no-wrap msgid "IsPrimitiveModWithPrimeFactors (g,q,f)" msgstr "IsPrimitiveModWithPrimeFactors (g,q,f)" -#: C/genius.xml:4957(para) +#: C/genius.xml:4971(para) msgid "" "Check if <varname>g</varname> is primitive in F<subscript>q</subscript>, the " "finite group of order <varname>q</varname>, where <varname>q</varname> is a " @@ -8609,16 +8601,16 @@ msgstr "" "činitelů <varname>q</varname>-1. Pokud <varname>q</varname> není prvočíslo, " "jsou výsledky nesmyslné." -#: C/genius.xml:4965(term) +#: C/genius.xml:4979(term) msgid "<anchor id=\"gel-function-IsPseudoprime\"/>IsPseudoprime" msgstr "<anchor id=\"gel-function-IsPseudoprime\"/>IsPseudoprime" -#: C/genius.xml:4967(synopsis) +#: C/genius.xml:4981(synopsis) #, no-wrap msgid "IsPseudoprime (n,b)" msgstr "IsPseudoprime (n,b)" -#: C/genius.xml:4968(para) +#: C/genius.xml:4982(para) msgid "" "If <varname>n</varname> is a pseudoprime base <varname>b</varname> but not a " "prime, that is if <userinput>b^(n-1) == 1 mod n</userinput>. This calls the " @@ -8630,16 +8622,16 @@ msgstr "" "se funkce <link linkend=\"gel-function-PseudoprimeTest" "\"><function>PseudoprimeTest</function></link>." -#: C/genius.xml:4974(term) +#: C/genius.xml:4988(term) msgid "<anchor id=\"gel-function-IsStrongPseudoprime\"/>IsStrongPseudoprime" msgstr "<anchor id=\"gel-function-IsStrongPseudoprime\"/>IsStrongPseudoprime" -#: C/genius.xml:4976(synopsis) +#: C/genius.xml:4990(synopsis) #, no-wrap msgid "IsStrongPseudoprime (n,b)" msgstr "IsStrongPseudoprime (n,b)" -#: C/genius.xml:4977(para) +#: C/genius.xml:4991(para) msgid "" "Test if <varname>n</varname> is a strong pseudoprime to base <varname>b</" "varname> but not a prime." @@ -8647,37 +8639,37 @@ msgstr "" "Zjistit, zda je <varname>n</varname> silné pseudoprvočíslo o základu " "<varname>b</varname>, ale ne prvočíslo." -#: C/genius.xml:4982(term) +#: C/genius.xml:4996(term) msgid "<anchor id=\"gel-function-Jacobi\"/>Jacobi" msgstr "<anchor id=\"gel-function-Jacobi\"/>Jacobi" -#: C/genius.xml:4984(synopsis) +#: C/genius.xml:4998(synopsis) #, no-wrap msgid "Jacobi (a,b)" msgstr "Jacobi (a,b)" -#: C/genius.xml:4985(para) +#: C/genius.xml:4999(para) msgid "Aliases: <function>JacobiSymbol</function>" msgstr "Alternativní názvy: <function>JacobiSymbol</function>" -#: C/genius.xml:4986(para) +#: C/genius.xml:5000(para) msgid "Calculate the Jacobi symbol (a/b) (b should be odd)." msgstr "Spočítat Jacobiho symbol (a/b) (b by mělo být liché)." -#: C/genius.xml:4991(term) +#: C/genius.xml:5005(term) msgid "<anchor id=\"gel-function-JacobiKronecker\"/>JacobiKronecker" msgstr "<anchor id=\"gel-function-JacobiKronecker\"/>JacobiKronecker" -#: C/genius.xml:4993(synopsis) +#: C/genius.xml:5007(synopsis) #, no-wrap msgid "JacobiKronecker (a,b)" msgstr "JacobiKronecker (a,b)" -#: C/genius.xml:4994(para) +#: C/genius.xml:5008(para) msgid "Aliases: <function>JacobiKroneckerSymbol</function>" msgstr "Alternativní názvy: <function>JacobiKroneckerSymbol</function>" -#: C/genius.xml:4995(para) +#: C/genius.xml:5009(para) msgid "" "Calculate the Jacobi symbol (a/b) with the Kronecker extension (a/2)=(2/a) " "when a odd, or (a/2)=0 when a even." @@ -8686,16 +8678,16 @@ msgstr "" "<varname>a</varname> je liché, nebo (a/2)=0, když <varname>a</varname> je " "sudé." -#: C/genius.xml:5000(term) +#: C/genius.xml:5014(term) msgid "<anchor id=\"gel-function-LeastAbsoluteResidue\"/>LeastAbsoluteResidue" msgstr "<anchor id=\"gel-function-LeastAbsoluteResidue\"/>LeastAbsoluteResidue" -#: C/genius.xml:5002(synopsis) +#: C/genius.xml:5016(synopsis) #, no-wrap msgid "LeastAbsoluteResidue (a,n)" msgstr "LeastAbsoluteResidue (a,n)" -#: C/genius.xml:5003(para) +#: C/genius.xml:5017(para) msgid "" "Return the residue of <varname>a</varname> mod <varname>n</varname> with the " "least absolute value (in the interval -n/2 to n/2)." @@ -8703,44 +8695,45 @@ msgstr "" "Vrátit zbytek <varname>a</varname> mod <varname>n</varname> s nejmenší " "absolutní hodnotou (v intervalu -n/2 až n/2)." -#: C/genius.xml:5008(term) +#: C/genius.xml:5022(term) msgid "<anchor id=\"gel-function-Legendre\"/>Legendre" msgstr "<anchor id=\"gel-function-Legendre\"/>Legendre" -#: C/genius.xml:5010(synopsis) +#: C/genius.xml:5024(synopsis) #, no-wrap msgid "Legendre (a,p)" msgstr "Legendre (a,p)" -#: C/genius.xml:5011(para) +#: C/genius.xml:5025(para) msgid "Aliases: <function>LegendreSymbol</function>" msgstr "Alternativní názvy: <function>LegendreSymbol</function>" -#: C/genius.xml:5012(para) +#: C/genius.xml:5026(para) msgid "Calculate the Legendre symbol (a/p)." msgstr "Spočítat Legendrův symbol (a/p)." -#: C/genius.xml:5013(para) +#: C/genius.xml:5027(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/LegendreSymbol.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"LegendreSymbol.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/LegendreSymbol\">Planetmath</ulink> " +"or <ulink url=\"http://mathworld.wolfram.com/LegendreSymbol.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/LegendreSymbol.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://mathworld.wolfram.com/LegendreSymbol.html" -"\">Mathworld</ulink> (text je v angličtině)." +"LegendreSymbol\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/LegendreSymbol.html\">Mathworld</ulink> (text " +"je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/Legendre" +"%C5%AFv_symbol\">Wikipedia</ulink>." -#: C/genius.xml:5022(term) +#: C/genius.xml:5036(term) msgid "<anchor id=\"gel-function-LucasLehmer\"/>LucasLehmer" msgstr "<anchor id=\"gel-function-LucasLehmer\"/>LucasLehmer" -#: C/genius.xml:5024(synopsis) +#: C/genius.xml:5038(synopsis) #, no-wrap msgid "LucasLehmer (p)" msgstr "LucasLehmer (p)" -#: C/genius.xml:5025(para) +#: C/genius.xml:5039(para) msgid "" "Test if 2<superscript>p</superscript>-1 is a Mersenne prime using the Lucas-" "Lehmer test. See also <link linkend=\"gel-function-MersennePrimeExponents" @@ -8752,48 +8745,47 @@ msgstr "" "MersennePrimeExponents\">MersennePrimeExponents</link> a <link linkend=\"gel-" "function-IsMersennePrimeExponent\">IsMersennePrimeExponent</link>." -#: C/genius.xml:5031(para) +#: C/genius.xml:5045(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Lucas" -"%E2%80%93Lehmer_primality_test\">Wikipedia</ulink> or <ulink url=\"http://" -"planetmath.org/encyclopedia/LucasLhemer.html\">Planetmath</ulink> or <ulink " -"url=\"http://mathworld.wolfram.com/Lucas-LehmerTest.html\">Mathworld</ulink> " -"for more information." +"%E2%80%93Lehmer_primality_test\">Wikipedia</ulink>, <ulink url=\"http://" +"planetmath.org/LucasLhemer\">Planetmath</ulink>, or <ulink url=\"http://" +"mathworld.wolfram.com/Lucas-LehmerTest.html\">Mathworld</ulink> for more " +"information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" "wiki/Lucas%E2%80%93Lehmer_primality_test\">Wikipedia</ulink> (text je v " -"angličtině), <ulink url=\"http://planetmath.org/encyclopedia/LucasLhemer.html" -"\">Planetmath</ulink> (text je v angličtině) nebo <ulink url=\"http://" -"mathworld.wolfram.com/Lucas-LehmerTest.html\">Mathworld</ulink> (text je v " -"agličtině)." +"angličtině), <ulink url=\"http://planetmath.org/LucasLhemer\">Planetmath</" +"ulink> (text je v angličtině) a <ulink url=\"http://mathworld.wolfram.com/" +"Lucas-LehmerTest.html\">Mathworld</ulink> (text je v agličtině)." -#: C/genius.xml:5041(term) +#: C/genius.xml:5055(term) msgid "<anchor id=\"gel-function-LucasNumber\"/>LucasNumber" msgstr "<anchor id=\"gel-function-LucasNumber\"/>LucasNumber" -#: C/genius.xml:5043(synopsis) +#: C/genius.xml:5057(synopsis) #, no-wrap msgid "LucasNumber (n)" msgstr "LucasNumber (n)" -#: C/genius.xml:5044(para) +#: C/genius.xml:5058(para) msgid "Returns the <varname>n</varname>th Lucas number." msgstr "Vrátit <varname>n</varname>-té Lucasovo číslo." -#: C/genius.xml:5045(para) +#: C/genius.xml:5059(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Lucas_number\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/LucasNumbers.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"LucasNumber.html\">Mathworld</ulink> for more information." +"ulink>, <ulink url=\"http://planetmath.org/LucasNumbers\">Planetmath</" +"ulink>, or <ulink url=\"http://mathworld.wolfram.com/LucasNumber.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" "wiki/Lucas_number\">Wikipedia</ulink> (text je v angličtině), <ulink url=" -"\"http://planetmath.org/encyclopedia/LucasNumbers.html\">Planetmath</ulink> " -"(text je v angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/" -"LucasNumber.html\">Mathworld</ulink> (text je v angličtině)." +"\"http://planetmath.org/LucasNumbers\">Planetmath</ulink> (text je v " +"angličtině) a <ulink url=\"http://mathworld.wolfram.com/LucasNumber.html" +"\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:5055(term) +#: C/genius.xml:5069(term) msgid "" "<anchor id=\"gel-function-MaximalPrimePowerFactors\"/" ">MaximalPrimePowerFactors" @@ -8801,27 +8793,27 @@ msgstr "" "<anchor id=\"gel-function-MaximalPrimePowerFactors\"/" ">MaximalPrimePowerFactors" -#: C/genius.xml:5057(synopsis) +#: C/genius.xml:5071(synopsis) #, no-wrap msgid "MaximalPrimePowerFactors (n)" msgstr "MaximalPrimePowerFactors (n)" -#: C/genius.xml:5058(para) +#: C/genius.xml:5072(para) msgid "Return all maximal prime power factors of a number." msgstr "Vrátit všechny maximální mocniny prvočísel v rozkladu čísla." -#: C/genius.xml:5063(term) +#: C/genius.xml:5077(term) msgid "" "<anchor id=\"gel-function-MersennePrimeExponents\"/>MersennePrimeExponents" msgstr "" "<anchor id=\"gel-function-MersennePrimeExponents\"/>MersennePrimeExponents" -#: C/genius.xml:5065(synopsis) +#: C/genius.xml:5079(synopsis) #, no-wrap msgid "MersennePrimeExponents" msgstr "MersennePrimeExponents" -#: C/genius.xml:5066(para) +#: C/genius.xml:5080(para) msgid "" "A vector of known Mersenne prime exponents, that is a list of positive " "integers <varname>p</varname> such that 2<superscript>p</superscript>-1 is a " @@ -8835,16 +8827,16 @@ msgstr "" "IsMersennePrimeExponent\">IsMersennePrimeExponent</link> a <link linkend=" "\"gel-function-LucasLehmer\">LucasLehmer</link>." -#: C/genius.xml:5088(term) +#: C/genius.xml:5102(term) msgid "<anchor id=\"gel-function-MillerRabinTest\"/>MillerRabinTest" msgstr "<anchor id=\"gel-function-MillerRabinTest\"/>MillerRabinTest" -#: C/genius.xml:5090(synopsis) +#: C/genius.xml:5104(synopsis) #, no-wrap msgid "MillerRabinTest (n,reps)" msgstr "MillerRabinTest (n,opak)" -#: C/genius.xml:5091(para) +#: C/genius.xml:5105(para) msgid "" "Use the Miller-Rabin primality test on <varname>n</varname>, <varname>reps</" "varname> number of times. The probability of false positive is " @@ -8859,31 +8851,31 @@ msgstr "" "\"><function>IsPrime</function></link>, protože je rychlejší a lepší u " "menších celých čísel." -#: C/genius.xml:5100(para) C/genius.xml:5118(para) +#: C/genius.xml:5114(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Miller" "%E2%80%93Rabin_primality_test\">Wikipedia</ulink> or <ulink url=\"http://" -"planetmath.org/encyclopedia/MillerRabinPrimeTest.html\">Planetmath</ulink> " -"or <ulink url=\"http://mathworld.wolfram.com/Rabin-" -"MillerStrongPseudoprimeTest.html\">Mathworld</ulink> for more information." +"planetmath.org/MillerRabinPrimeTest\">Planetmath</ulink> or <ulink url=" +"\"http://mathworld.wolfram.com/Rabin-MillerStrongPseudoprimeTest.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/MillerRabinPrimeTest.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/Rabin-" -"MillerStrongPseudoprimeTest.html\">Mathworld</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Miller%C5%AFv-Rabin" -"%C5%AFv_test_prvo%C4%8D%C3%ADselnosti\">Wikipedia</ulink>." +"MillerRabinPrimeTest\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/Rabin-MillerStrongPseudoprimeTest.html" +"\">Mathworld</ulink> (text je v angličtině) a <ulink url=\"http://cs." +"wikipedia.org/wiki/Miller%C5%AFv-Rabin%C5%AFv_test_prvo%C4%8D%C3%ADselnosti" +"\">Wikipedia</ulink>." -#: C/genius.xml:5110(term) +#: C/genius.xml:5124(term) msgid "<anchor id=\"gel-function-MillerRabinTestSure\"/>MillerRabinTestSure" msgstr "<anchor id=\"gel-function-MillerRabinTestSure\"/>MillerRabinTestSure" -#: C/genius.xml:5112(synopsis) +#: C/genius.xml:5126(synopsis) #, no-wrap msgid "MillerRabinTestSure (n)" msgstr "MillerRabinTestSure (n)" -#: C/genius.xml:5113(para) +#: C/genius.xml:5127(para) msgid "" "Use the Miller-Rabin primality test on <varname>n</varname> with enough " "bases that assuming the Generalized Riemann Hypothesis the result is " @@ -8893,20 +8885,35 @@ msgstr "" "bázemi, že za předpokladu zobecněné Riemannovy hypotézy je výsledek " "deterministický." -#: C/genius.xml:5128(term) +#: C/genius.xml:5132(para) +msgid "" +"See <ulink url=\"http://en.wikipedia.org/wiki/Miller" +"%E2%80%93Rabin_primality_test\">Wikipedia</ulink>, <ulink url=\"http://" +"planetmath.org/MillerRabinPrimeTest\">Planetmath</ulink>, or <ulink url=" +"\"http://mathworld.wolfram.com/Rabin-MillerStrongPseudoprimeTest.html" +"\">Mathworld</ulink> for more information." +msgstr "" +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" +"MillerRabinPrimeTest\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/Rabin-MillerStrongPseudoprimeTest.html" +"\">Mathworld</ulink> (text je v angličtině) a <ulink url=\"http://cs." +"wikipedia.org/wiki/Miller%C5%AFv-Rabin%C5%AFv_test_prvo%C4%8D%C3%ADselnosti" +"\">Wikipedia</ulink>." + +#: C/genius.xml:5142(term) msgid "<anchor id=\"gel-function-ModInvert\"/>ModInvert" msgstr "<anchor id=\"gel-function-ModInvert\"/>ModInvert" -#: C/genius.xml:5130(synopsis) +#: C/genius.xml:5144(synopsis) #, no-wrap msgid "ModInvert (n,m)" msgstr "ModInvert (n,m)" -#: C/genius.xml:5131(para) +#: C/genius.xml:5145(para) msgid "Returns inverse of n mod m." msgstr "Vrátit převrácenou hodnotu n mod m." -#: C/genius.xml:5132(para) +#: C/genius.xml:5146(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/ModularInverse.html" "\">Mathworld</ulink> for more information." @@ -8914,16 +8921,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://mathworld.wolfram." "com/ModularInverse.html\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:5140(term) +#: C/genius.xml:5154(term) msgid "<anchor id=\"gel-function-MoebiusMu\"/>MoebiusMu" msgstr "<anchor id=\"gel-function-MoebiusMu\"/>MoebiusMu" -#: C/genius.xml:5142(synopsis) +#: C/genius.xml:5156(synopsis) #, no-wrap msgid "MoebiusMu (n)" msgstr "MoebiusMu (n)" -#: C/genius.xml:5143(para) +#: C/genius.xml:5157(para) msgid "" "Return the Moebius mu function evaluated in <varname>n</varname>. That is, " "it returns 0 if <varname>n</varname> is not a product of distinct primes and " @@ -8935,28 +8942,28 @@ msgstr "" "<userinput>(-1)^k</userinput> v případě, že je součin <varname>k</varname> " "různých prvočísel." -#: C/genius.xml:5149(para) +#: C/genius.xml:5163(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/MoebiusFunction.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"MoebiusFunction.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/MoebiusFunction\">Planetmath</ulink> " +"or <ulink url=\"http://mathworld.wolfram.com/MoebiusFunction.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/MoebiusFunction.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/MoebiusFunction.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/M%C3%B6biova_funkce\">Wikipedia</ulink>." +"MoebiusFunction\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/MoebiusFunction.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/M" +"%C3%B6biova_funkce\">Wikipedia</ulink>." -#: C/genius.xml:5158(term) +#: C/genius.xml:5172(term) msgid "<anchor id=\"gel-function-NextPrime\"/>NextPrime" msgstr "<anchor id=\"gel-function-NextPrime\"/>NextPrime" -#: C/genius.xml:5160(synopsis) +#: C/genius.xml:5174(synopsis) #, no-wrap msgid "NextPrime (n)" msgstr "NextPrime (n)" -#: C/genius.xml:5161(para) +#: C/genius.xml:5175(para) msgid "" "Returns the least prime greater than <varname>n</varname>. Negatives of " "primes are considered prime and so to get the previous prime you can use " @@ -8966,7 +8973,7 @@ msgstr "" "jsou považována za prvočísla, takže předchozí prvočíslo můžete získat jako " "<userinput>-NextPrime(-n)</userinput>." -#: C/genius.xml:5166(para) +#: C/genius.xml:5180(para) msgid "" "This function uses the GMPs <function>mpz_nextprime</function>, which in " "turn uses the probabilistic Miller-Rabin test (See also <link linkend=\"gel-" @@ -8980,16 +8987,16 @@ msgstr "" "function></link>). Pravděpodobnost falešné kladné odpovědi není " "nastavitelná, ale je dostatečně malá pro praktické účely." -#: C/genius.xml:5183(term) +#: C/genius.xml:5197(term) msgid "<anchor id=\"gel-function-PadicValuation\"/>PadicValuation" msgstr "<anchor id=\"gel-function-PadicValuation\"/>PadicValuation" -#: C/genius.xml:5185(synopsis) +#: C/genius.xml:5199(synopsis) #, no-wrap msgid "PadicValuation (n,p)" msgstr "PadicValuation (n,p)" -#: C/genius.xml:5186(para) +#: C/genius.xml:5200(para) msgid "" "Returns the p-adic valuation (number of trailing zeros in base <varname>p</" "varname>)." @@ -8997,24 +9004,27 @@ msgstr "" "Vrátit p-adické ohodnocení (počet koncových nul v základu <varname>p</" "varname>)." -#: C/genius.xml:5187(para) +#: C/genius.xml:5201(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/PAdicValuation.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/P-adic_order\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/PAdicValuation\">Planetmath</" +"ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/PAdicValuation.html\">Planetmath</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"https://en.wikipedia." +"org/wiki/P-adic_order\">Wikipedia</ulink> (text je v angličtině) a <ulink " +"url=\"http://planetmath.org/PAdicValuation\">Planetmath</ulink> (text je v " +"angličtině)." -#: C/genius.xml:5195(term) +#: C/genius.xml:5210(term) msgid "<anchor id=\"gel-function-PowerMod\"/>PowerMod" msgstr "<anchor id=\"gel-function-PowerMod\"/>PowerMod" -#: C/genius.xml:5197(synopsis) +#: C/genius.xml:5212(synopsis) #, no-wrap msgid "PowerMod (a,b,m)" msgstr "PowerMod (a,b,m)" -#: C/genius.xml:5198(para) +#: C/genius.xml:5213(para) msgid "" "Compute <userinput>a^b mod m</userinput>. The <varname>b</varname>'s power " "of <varname>a</varname> modulo <varname>m</varname>. It is not necessary to " @@ -9027,54 +9037,57 @@ msgstr "" "aritmetiky. Z tohoto důvodu je <userinput>a^b mod m</userinput> stejně " "rychlé." -#: C/genius.xml:5209(term) +#: C/genius.xml:5224(term) msgid "<anchor id=\"gel-function-Prime\"/>Prime" msgstr "<anchor id=\"gel-function-Prime\"/>Prime" -#: C/genius.xml:5211(synopsis) +#: C/genius.xml:5226(synopsis) #, no-wrap msgid "Prime (n)" msgstr "Prime (n)" -#: C/genius.xml:5212(para) +#: C/genius.xml:5227(para) msgid "Aliases: <function>prime</function>" msgstr "Alternativní názvy: <function>prime</function>" -#: C/genius.xml:5213(para) +#: C/genius.xml:5228(para) msgid "Return the <varname>n</varname>th prime (up to a limit)." msgstr "Vrátit <varname>n</varname>-té prvočíslo (až do limitu)." -#: C/genius.xml:5223(term) +#: C/genius.xml:5238(term) msgid "<anchor id=\"gel-function-PrimeFactors\"/>PrimeFactors" msgstr "<anchor id=\"gel-function-PrimeFactors\"/>PrimeFactors" -#: C/genius.xml:5225(synopsis) +#: C/genius.xml:5240(synopsis) #, no-wrap msgid "PrimeFactors (n)" msgstr "PrimeFactors (n)" -#: C/genius.xml:5226(para) +#: C/genius.xml:5241(para) msgid "Return all prime factors of a number as a vector." msgstr "Vrátit v podobě vektoru všechny prvočinitele čísla." -#: C/genius.xml:5227(para) +#: C/genius.xml:5242(para) msgid "" -"See <ulink url=\"http://mathworld.wolfram.com/PrimeFactor.html\">Mathworld</" -"ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Prime_factor\">Wikipedia</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/PrimeFactor.html" +"\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://mathworld.wolfram." -"com/PrimeFactor.html\">Mathworld</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://mathworld." +"wolfram.com/PrimeFactor.html\">Mathworld</ulink> (text je v angličtině) a " +"<ulink url=\"http://mathworld.wolfram.com/PrimeFactor.html\">Wikipedia</" +"ulink> (text je v angličtině)." -#: C/genius.xml:5235(term) +#: C/genius.xml:5251(term) msgid "<anchor id=\"gel-function-PseudoprimeTest\"/>PseudoprimeTest" msgstr "<anchor id=\"gel-function-PseudoprimeTest\"/>PseudoprimeTest" -#: C/genius.xml:5237(synopsis) +#: C/genius.xml:5253(synopsis) #, no-wrap msgid "PseudoprimeTest (n,b)" msgstr "PseudoprimeTest (n,b)" -#: C/genius.xml:5238(para) +#: C/genius.xml:5254(para) msgid "" "Pseudoprime test, returns <constant>true</constant> if and only if " "<userinput>b^(n-1) == 1 mod n</userinput>" @@ -9082,28 +9095,28 @@ msgstr "" "Test pseudoprvočíselnosti, vrací <constant>true</constant> když a jen když " "<userinput>b^(n-1) == 1 mod n</userinput>." -#: C/genius.xml:5240(para) +#: C/genius.xml:5256(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Pseudoprime.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"Pseudoprime.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/Pseudoprime\">Planetmath</ulink> or " +"<ulink url=\"http://mathworld.wolfram.com/Pseudoprime.html\">Mathworld</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Pseudoprime.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/Pseudoprime.html\">Mathworld</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Pseudoprvo%C4%8D%C3%ADslo\">Wikipedia</ulink>." +"Pseudoprime\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://" +"mathworld.wolfram.com/Pseudoprime.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Pseudoprvo%C4%8D" +"%C3%ADslo\">Wikipedia</ulink>." -#: C/genius.xml:5249(term) +#: C/genius.xml:5265(term) msgid "<anchor id=\"gel-function-RemoveFactor\"/>RemoveFactor" msgstr "<anchor id=\"gel-function-RemoveFactor\"/>RemoveFactor" -#: C/genius.xml:5251(synopsis) +#: C/genius.xml:5267(synopsis) #, no-wrap msgid "RemoveFactor (n,m)" msgstr "RemoveFactor (n,m)" -#: C/genius.xml:5252(para) +#: C/genius.xml:5268(para) msgid "" "Removes all instances of the factor <varname>m</varname> from the number " "<varname>n</varname>. That is divides by the largest power of <varname>m</" @@ -9113,19 +9126,19 @@ msgstr "" "varname>. Prakticky to znamená, že je poděleno nejvyšší mocninou čísla " "<varname>m</varname>, která je dělitelem <varname>n</varname>." -#: C/genius.xml:5253(para) +#: C/genius.xml:5269(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Divisibility.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/Factor." -"html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/Divisibility\">Planetmath</ulink> or " +"<ulink url=\"http://mathworld.wolfram.com/Factor.html\">Mathworld</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Divisibility.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/Factor.html\">Mathworld</ulink> " -"(text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/D" -"%C4%9Blitelnost\">Wikipedia</ulink>." +"Divisibility\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/Factor.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/D%C4%9Blitelnost" +"\">Wikipedia</ulink>." -#: C/genius.xml:5262(term) +#: C/genius.xml:5278(term) msgid "" "<anchor id=\"gel-function-SilverPohligHellmanWithFactorization\"/" ">SilverPohligHellmanWithFactorization" @@ -9133,12 +9146,12 @@ msgstr "" "<anchor id=\"gel-function-SilverPohligHellmanWithFactorization\"/" ">SilverPohligHellmanWithFactorization" -#: C/genius.xml:5264(synopsis) +#: C/genius.xml:5280(synopsis) #, no-wrap msgid "SilverPohligHellmanWithFactorization (n,b,q,f)" msgstr "SilverPohligHellmanWithFactorization (n,b,q,f)" -#: C/genius.xml:5265(para) +#: C/genius.xml:5281(para) msgid "" "Find discrete log of <varname>n</varname> base <varname>b</varname> in " "F<subscript>q</subscript>, the finite group of order <varname>q</varname>, " @@ -9152,16 +9165,16 @@ msgstr "" "Hellmanova algoritmu, dané <varname>f</varname> je rozkladem <varname>q</" "varname>-1." -#: C/genius.xml:5270(term) +#: C/genius.xml:5286(term) msgid "<anchor id=\"gel-function-SqrtModPrime\"/>SqrtModPrime" msgstr "<anchor id=\"gel-function-SqrtModPrime\"/>SqrtModPrime" -#: C/genius.xml:5272(synopsis) +#: C/genius.xml:5288(synopsis) #, no-wrap msgid "SqrtModPrime (n,p)" msgstr "SqrtModPrime (n,p)" -#: C/genius.xml:5273(para) +#: C/genius.xml:5289(para) msgid "" "Find square root of <varname>n</varname> modulo <varname>p</varname> (where " "<varname>p</varname> is a prime). Null is returned if not a quadratic " @@ -9171,29 +9184,29 @@ msgstr "" "(kde <varname>p</varname> je prvočíslo). Pokud není kvadratickým zbytkem, je " "vráceno null." -#: C/genius.xml:5274(para) +#: C/genius.xml:5290(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/QuadraticResidue.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"QuadraticResidue.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/QuadraticResidue\">Planetmath</ulink> " +"or <ulink url=\"http://mathworld.wolfram.com/QuadraticResidue.html" +"\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/QuadraticResidue.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/QuadraticResidue." -"html\">Mathworld</ulink> (text je v angličtině)." +"Více informací najdete v encyklopedicíh <ulink url=\"http://planetmath.org/" +"QuadraticResidue\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://mathworld.wolfram.com/QuadraticResidue.html\">Mathworld</ulink> " +"(text je v angličtině)." -#: C/genius.xml:5283(term) +#: C/genius.xml:5299(term) msgid "" "<anchor id=\"gel-function-StrongPseudoprimeTest\"/>StrongPseudoprimeTest" msgstr "" "<anchor id=\"gel-function-StrongPseudoprimeTest\"/>StrongPseudoprimeTest" -#: C/genius.xml:5285(synopsis) +#: C/genius.xml:5301(synopsis) #, no-wrap msgid "StrongPseudoprimeTest (n,b)" msgstr "StrongPseudoprimeTest (n,b)" -#: C/genius.xml:5286(para) +#: C/genius.xml:5302(para) msgid "" "Run the strong pseudoprime test base <varname>b</varname> on <varname>n</" "varname>." @@ -9201,120 +9214,125 @@ msgstr "" "Spustit silný test pseudoprvočíselnosti o základu <varname>b</varname> na " "<varname>n</varname>." -#: C/genius.xml:5287(para) +#: C/genius.xml:5303(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/StrongPseudoprime.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"See <ulink url=\"https://en.wikipedia.org/wiki/Strong_pseudoprime" +"\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/StrongPseudoprime" +"\">Planetmath</ulink>, or <ulink url=\"http://mathworld.wolfram.com/" "StrongPseudoprime.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/StrongPseudoprime.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/StrongPseudoprime." -"html\">Mathworld</ulink> (text je v angličtině)." +"StrongPseudoprime\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/StrongPseudoprime.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"https://en.wikipedia.org/wiki/" +"Strong_pseudoprime\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:5296(term) +#: C/genius.xml:5313(term) msgid "<anchor id=\"gel-function-gcd\"/>gcd" msgstr "<anchor id=\"gel-function-gcd\"/>gcd" -#: C/genius.xml:5298(synopsis) +#: C/genius.xml:5315(synopsis) #, no-wrap msgid "gcd (a,args...)" msgstr "gcd (a,argumenty...)" -#: C/genius.xml:5299(para) +#: C/genius.xml:5316(para) msgid "Aliases: <function>GCD</function>" msgstr "Alternativní názvy: <function>GCD</function>" -#: C/genius.xml:5300(para) +#: C/genius.xml:5317(para) msgid "" -"Greatest common divisor of integers. You can enter as many integers in the " -"argument list, or you can give a vector or a matrix of integers. If you give " -"more than one matrix of the same size then GCD is done element by element." +"Greatest common divisor of integers. You can enter as many integers as you " +"want in the argument list, or you can give a vector or a matrix of integers. " +"If you give more than one matrix of the same size then GCD is done element " +"by element." msgstr "" "Největší společný dělitel celých čísel. V seznamu argumentů můžete uvést " "libovolný počet celých čísel, nebo je můžete zadat jako vektor nebo matici " "celých čísel. Pokud zadáte více než jednu matici stejné velikosti, bude " "největší společný dělitel určen prvek po prvku." -#: C/genius.xml:5306(para) +#: C/genius.xml:5324(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/GreatestCommonDivisor." -"html\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"GreatestCommonDivisor.html\">Mathworld</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Greatest_common_divisor" +"\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/" +"GreatestCommonDivisor\">Planetmath</ulink>, or <ulink url=\"http://mathworld." +"wolfram.com/GreatestCommonDivisor.html\">Mathworld</ulink> for more " +"information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/GreatestCommonDivisor.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/GreatestCommonDivisor." -"html\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Nejv%C4%9Bt%C5%A1%C3%AD_spole%C4%8Dn%C3%BD_d%C4%9Blitel" -"\">Wikipedia</ulink>." +"GreatestCommonDivisor\">Planetmath</ulink> (text je v angličtině), <ulink " +"url=\"http://mathworld.wolfram.com/GreatestCommonDivisor.html\">Mathworld</" +"ulink> (text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/" +"Nejv%C4%9Bt%C5%A1%C3%AD_spole%C4%8Dn%C3%BD_d%C4%9Blitel\">Wikipedia</ulink>." -#: C/genius.xml:5315(term) +#: C/genius.xml:5334(term) msgid "<anchor id=\"gel-function-lcm\"/>lcm" msgstr "<anchor id=\"gel-function-lcm\"/>lcm" -#: C/genius.xml:5317(synopsis) +#: C/genius.xml:5336(synopsis) #, no-wrap msgid "lcm (a,args...)" msgstr "lcm (a,argumenty...)" -#: C/genius.xml:5318(para) +#: C/genius.xml:5337(para) msgid "Aliases: <function>LCM</function>" msgstr "Alternativní názvy: <function>LCM</function>" -#: C/genius.xml:5319(para) +#: C/genius.xml:5338(para) msgid "" -"Least common multiplier of integers. You can enter as many integers in the " -"argument list, or you can give a vector or a matrix of integers. If you give " -"more than one matrix of the same size then LCM is done element by element." +"Least common multiplier of integers. You can enter as many integers as you " +"want in the argument list, or you can give a vector or a matrix of integers. " +"If you give more than one matrix of the same size then LCM is done element " +"by element." msgstr "" "Nejmenší společný násobek celých čísel. V seznamu argumentů můžete uvést " "libovolný počet celých čísel, nebo je můžete zadat jako vektor nebo matici " "celých čísel. Pokud zadáte více než jednu matici stejné velikosti, bude " "nejmenší společný násobek určen prvek po prvku." -#: C/genius.xml:5325(para) +#: C/genius.xml:5344(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/LeastCommonMultiple.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"See <ulink url=\"https://en.wikipedia.org/wiki/Least_common_multiple" +"\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/LeastCommonMultiple" +"\">Planetmath</ulink>, or <ulink url=\"http://mathworld.wolfram.com/" "LeastCommonMultiple.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/LeastCommonMultiple.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/LeastCommonMultiple." -"html\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Nejmen%C5%A1%C3%AD_spole%C4%8Dn%C3%BD_n%C3%A1sobek" -"\">Wikipedia</ulink>." +"LeastCommonMultiple\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/LeastCommonMultiple.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/Nejmen" +"%C5%A1%C3%AD_spole%C4%8Dn%C3%BD_n%C3%A1sobek\">Wikipedia</ulink>." -#: C/genius.xml:5337(title) +#: C/genius.xml:5357(title) msgid "Matrix Manipulation" msgstr "Práce s maticemi" -#: C/genius.xml:5340(term) +#: C/genius.xml:5360(term) msgid "<anchor id=\"gel-function-ApplyOverMatrix\"/>ApplyOverMatrix" msgstr "<anchor id=\"gel-function-ApplyOverMatrix\"/>ApplyOverMatrix" -#: C/genius.xml:5342(synopsis) +#: C/genius.xml:5362(synopsis) #, no-wrap msgid "ApplyOverMatrix (a,func)" msgstr "ApplyOverMatrix (a,fce)" -#: C/genius.xml:5343(para) +#: C/genius.xml:5363(para) msgid "" "Apply a function over all entries of a matrix and return a matrix of the " "results." msgstr "Použít funkci na všechny prvky matice a vrátit matici výsledků." -#: C/genius.xml:5348(term) +#: C/genius.xml:5368(term) msgid "<anchor id=\"gel-function-ApplyOverMatrix2\"/>ApplyOverMatrix2" msgstr "<anchor id=\"gel-function-ApplyOverMatrix2\"/>ApplyOverMatrix2" -#: C/genius.xml:5350(synopsis) +#: C/genius.xml:5370(synopsis) #, no-wrap msgid "ApplyOverMatrix2 (a,b,func)" msgstr "ApplyOverMatrix2 (a,b,fce)" -#: C/genius.xml:5351(para) +#: C/genius.xml:5371(para) msgid "" "Apply a function over all entries of 2 matrices (or 1 value and 1 matrix) " "and return a matrix of the results." @@ -9322,55 +9340,55 @@ msgstr "" "Použít funkci na všechny prvky 2 matic (nebo 1 hodnoty a 1 matice) a vrátit " "matici výsledků." -#: C/genius.xml:5356(term) +#: C/genius.xml:5376(term) msgid "<anchor id=\"gel-function-ColumnsOf\"/>ColumnsOf" msgstr "<anchor id=\"gel-function-ColumnsOf\"/>ColumnsOf" -#: C/genius.xml:5358(synopsis) +#: C/genius.xml:5378(synopsis) #, no-wrap msgid "ColumnsOf (M)" msgstr "ColumnsOf (M)" -#: C/genius.xml:5359(para) +#: C/genius.xml:5379(para) msgid "Gets the columns of a matrix as a horizontal vector." msgstr "Vrátit sloupce matice jako vodorovný vektor." -#: C/genius.xml:5364(term) +#: C/genius.xml:5384(term) msgid "<anchor id=\"gel-function-ComplementSubmatrix\"/>ComplementSubmatrix" msgstr "<anchor id=\"gel-function-ComplementSubmatrix\"/>ComplementSubmatrix" -#: C/genius.xml:5366(synopsis) +#: C/genius.xml:5386(synopsis) #, no-wrap msgid "ComplementSubmatrix (m,r,c)" msgstr "ComplementSubmatrix (m,r,c)" -#: C/genius.xml:5367(para) +#: C/genius.xml:5387(para) msgid "Remove column(s) and row(s) from a matrix." msgstr "Odstranit sloupec (či slupce) a řádek (či řádky) z matice." -#: C/genius.xml:5372(term) +#: C/genius.xml:5392(term) msgid "<anchor id=\"gel-function-CompoundMatrix\"/>CompoundMatrix" msgstr "<anchor id=\"gel-function-CompoundMatrix\"/>CompoundMatrix" -#: C/genius.xml:5374(synopsis) +#: C/genius.xml:5394(synopsis) #, no-wrap msgid "CompoundMatrix (k,A)" msgstr "CompoundMatrix (k,A)" -#: C/genius.xml:5375(para) +#: C/genius.xml:5395(para) msgid "Calculate the kth compound matrix of A." msgstr "Spočítat <varname>k</varname>-tou složenou matici matice A." -#: C/genius.xml:5380(term) +#: C/genius.xml:5400(term) msgid "<anchor id=\"gel-function-CountZeroColumns\"/>CountZeroColumns" msgstr "<anchor id=\"gel-function-CountZeroColumns\"/>CountZeroColumns" -#: C/genius.xml:5382(synopsis) +#: C/genius.xml:5402(synopsis) #, no-wrap msgid "CountZeroColumns (M)" msgstr "CountZeroColumns (M)" -#: C/genius.xml:5383(para) +#: C/genius.xml:5403(para) msgid "" "Count the number of zero columns in a matrix. For example once your column " "reduce a matrix you can use this to find the nullity. See <link linkend=" @@ -9382,46 +9400,46 @@ msgstr "" "\"gel-function-cref\"><function>cref</function></link> a <link linkend=\"gel-" "function-Nullity\"><function>Nullity</function></link>." -#: C/genius.xml:5393(term) +#: C/genius.xml:5413(term) msgid "<anchor id=\"gel-function-DeleteColumn\"/>DeleteColumn" msgstr "<anchor id=\"gel-function-DeleteColumn\"/>DeleteColumn" -#: C/genius.xml:5395(synopsis) +#: C/genius.xml:5415(synopsis) #, no-wrap msgid "DeleteColumn (M,col)" msgstr "DeleteColumn (M,sloupec)" -#: C/genius.xml:5396(para) +#: C/genius.xml:5416(para) msgid "Delete a column of a matrix." msgstr "Smazat sloupec matice." -#: C/genius.xml:5401(term) +#: C/genius.xml:5421(term) msgid "<anchor id=\"gel-function-DeleteRow\"/>DeleteRow" msgstr "<anchor id=\"gel-function-DeleteRow\"/>DeleteRow" -#: C/genius.xml:5403(synopsis) +#: C/genius.xml:5423(synopsis) #, no-wrap msgid "DeleteRow (M,row)" msgstr "DeleteRow (M,radek)" -#: C/genius.xml:5404(para) +#: C/genius.xml:5424(para) msgid "Delete a row of a matrix." msgstr "Smazat řádek matice." -#: C/genius.xml:5409(term) +#: C/genius.xml:5429(term) msgid "<anchor id=\"gel-function-DiagonalOf\"/>DiagonalOf" msgstr "<anchor id=\"gel-function-DiagonalOf\"/>DiagonalOf" -#: C/genius.xml:5411(synopsis) +#: C/genius.xml:5431(synopsis) #, no-wrap msgid "DiagonalOf (M)" msgstr "DiagonalOf (M)" -#: C/genius.xml:5412(para) +#: C/genius.xml:5432(para) msgid "Gets the diagonal entries of a matrix as a column vector." msgstr "Získat diagonální prvky matice jako sloupcový vektor." -#: C/genius.xml:5413(para) +#: C/genius.xml:5433(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Diagonal_of_a_matrix#Matrices" "\">Wikipedia</ulink> for more information." @@ -9429,45 +9447,50 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Diagon%C3%A1ln%C3%AD_matice\">Wikipedia</ulink>." -#: C/genius.xml:5421(term) +#: C/genius.xml:5441(term) msgid "<anchor id=\"gel-function-DotProduct\"/>DotProduct" msgstr "<anchor id=\"gel-function-DotProduct\"/>DotProduct" -#: C/genius.xml:5423(synopsis) +#: C/genius.xml:5443(synopsis) #, no-wrap msgid "DotProduct (u,v)" msgstr "DotProduct (u,v)" -#: C/genius.xml:5424(para) +#: C/genius.xml:5444(para) msgid "" "Get the dot product of two vectors. The vectors must be of the same size. No " "conjugates are taken so this is a bilinear form even if working over the " -"complex numbers." +"complex numbers; This is the bilinear scalar product not the sesquilinear " +"scalar product. See <link linkend=\"gel-function-HermitianProduct" +"\">HermitianProduct</link> for the standard sesquilinear inner product." msgstr "" "Získat skalární součin dvou vektorů. Vektory musí mít stejnou velikost. " "Nepřijímají se konjugované vektory, protože jde o bilineární formu, i když " -"pracuje i s komplexními čísly." +"pracuje i s komplexními čísly. Jedná se o bilineární skalární součin, ne " +"půldruhý lineární (seskvilineární). Pro ten slouží funkce <link linkend=" +"\"gel-function-HermitianProduct\">HermitianProduct</link>" -#: C/genius.xml:5426(para) +#: C/genius.xml:5446(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/DotProduct.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Dot_product\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/DotProduct\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/DotProduct.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Skal%C3%A1rn%C3%AD_sou%C4%8Din" -"\">Wikipedia</ulink>." +"DotProduct\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"https://cs.wikipedia.org/wiki/Skal%C3%A1rn%C3%AD_sou%C4%8Din\">Wikipedia</" +"ulink>." -#: C/genius.xml:5434(term) +#: C/genius.xml:5455(term) msgid "<anchor id=\"gel-function-ExpandMatrix\"/>ExpandMatrix" msgstr "<anchor id=\"gel-function-ExpandMatrix\"/>ExpandMatrix" -#: C/genius.xml:5436(synopsis) +#: C/genius.xml:5457(synopsis) #, no-wrap msgid "ExpandMatrix (M)" msgstr "ExpandMatrix (M)" -#: C/genius.xml:5437(para) +#: C/genius.xml:5458(para) msgid "" "Expands a matrix just like we do on unquoted matrix input. That is we expand " "any internal matrices as blocks. This is a way to construct matrices out of " @@ -9479,20 +9502,20 @@ msgstr "" "menších a normálně je to prováděno na vstupu automaticky, s výjimkou kdy je " "matice zadána s uvozovkou." -#: C/genius.xml:5447(term) +#: C/genius.xml:5468(term) msgid "<anchor id=\"gel-function-HermitianProduct\"/>HermitianProduct" msgstr "<anchor id=\"gel-function-HermitianProduct\"/>HermitianProduct" -#: C/genius.xml:5449(synopsis) +#: C/genius.xml:5470(synopsis) #, no-wrap msgid "HermitianProduct (u,v)" msgstr "HermitianProduct (u,v)" -#: C/genius.xml:5450(para) +#: C/genius.xml:5471(para) msgid "Aliases: <function>InnerProduct</function>" msgstr "Alternativní názvy: <function>InnerProduct</function>" -#: C/genius.xml:5451(para) +#: C/genius.xml:5472(para) msgid "" "Get the Hermitian product of two vectors. The vectors must be of the same " "size. This is a sesquilinear form using the identity matrix." @@ -9500,28 +9523,31 @@ msgstr "" "Získat hermitovský součin dvou vektorů. Vektory musí mít stejnou velikost. " "Jedná se o polybilineární formu používající jednotkovou matici." -#: C/genius.xml:5452(para) +#: C/genius.xml:5473(para) msgid "" -"See <ulink url=\"http://mathworld.wolfram.com/HermitianInnerProduct.html" -"\">Mathworld</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Sesquilinear_form" +"\">Wikipedia</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"HermitianInnerProduct.html\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://mathworld.wolfram." -"com/HermitianInnerProduct.html\">Mathworld</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://mathworld." +"wolfram.com/HermitianInnerProduct.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"https://en.wikipedia.org/wiki/Sesquilinear_form" +"\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:5460(term) +#: C/genius.xml:5482(term) msgid "<anchor id=\"gel-function-I\"/>I" msgstr "<anchor id=\"gel-function-I\"/>I" -#: C/genius.xml:5462(synopsis) +#: C/genius.xml:5484(synopsis) #, no-wrap msgid "I (n)" msgstr "I (n)" -#: C/genius.xml:5463(para) +#: C/genius.xml:5485(para) msgid "Aliases: <function>eye</function>" msgstr "Alternativní názvy: <function>eye</function>" -#: C/genius.xml:5464(para) +#: C/genius.xml:5486(para) msgid "" "Return an identity matrix of a given size, that is <varname>n</varname> by " "<varname>n</varname>. If <varname>n</varname> is zero, returns " @@ -9531,26 +9557,26 @@ msgstr "" "<varname>n</varname>. Pokud je <varname>n</varname> rovno 0, vrátí " "<constant>null</constant>." -#: C/genius.xml:5465(para) +#: C/genius.xml:5487(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/IdentityMatrix.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Identity_matrix\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/IdentityMatrix\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/IdentityMatrix.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Jednotkov%C3%A1_matice" -"\">Wikipedia</ulink>." +"IdentityMatrix\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"https://cs.wikipedia.org/wiki/Jednotkov%C3%A1_matice\">Wikipedia</ulink>." -#: C/genius.xml:5473(term) +#: C/genius.xml:5496(term) msgid "<anchor id=\"gel-function-IndexComplement\"/>IndexComplement" msgstr "<anchor id=\"gel-function-IndexComplement\"/>IndexComplement" -#: C/genius.xml:5475(synopsis) +#: C/genius.xml:5498(synopsis) #, no-wrap msgid "IndexComplement (vec,msize)" msgstr "IndexComplement (vektor,mvelikost)" -#: C/genius.xml:5476(para) +#: C/genius.xml:5499(para) msgid "" "Return the index complement of a vector of indexes. Everything is one based. " "For example for vector <userinput>[2,3]</userinput> and size <userinput>5</" @@ -9562,40 +9588,40 @@ msgstr "" "dostaneme <userinput>[1,4,5]</userinput>. Pokud je <varname>mvelikost</" "varname> rovna 0, vrací vždy <constant>null</constant>." -#: C/genius.xml:5483(term) +#: C/genius.xml:5506(term) msgid "<anchor id=\"gel-function-IsDiagonal\"/>IsDiagonal" msgstr "<anchor id=\"gel-function-IsDiagonal\"/>IsDiagonal" -#: C/genius.xml:5485(synopsis) +#: C/genius.xml:5508(synopsis) #, no-wrap msgid "IsDiagonal (M)" msgstr "IsDiagonal (M)" -#: C/genius.xml:5486(para) +#: C/genius.xml:5509(para) msgid "Is a matrix diagonal." msgstr "Je matice diagonální?" -#: C/genius.xml:5487(para) C/genius.xml:5637(para) +#: C/genius.xml:5510(para) C/genius.xml:5660(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Diagonal_matrix\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/DiagonalMatrix.html" -"\">Planetmath</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/DiagonalMatrix\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/DiagonalMatrix.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Diagon%C3%A1ln%C3%AD_matice" -"\">Wikipedia</ulink>." +"DiagonalMatrix\">Planetmath</ulink> (text je v angličtině) nebo <ulink url=" +"\"http://cs.wikipedia.org/wiki/Diagon%C3%A1ln%C3%AD_matice\">Wikipedia</" +"ulink>." -#: C/genius.xml:5496(term) +#: C/genius.xml:5519(term) msgid "<anchor id=\"gel-function-IsIdentity\"/>IsIdentity" msgstr "<anchor id=\"gel-function-IsIdentity\"/>IsIdentity" -#: C/genius.xml:5498(synopsis) +#: C/genius.xml:5521(synopsis) #, no-wrap msgid "IsIdentity (x)" msgstr "IsIdentity (x)" -#: C/genius.xml:5499(para) +#: C/genius.xml:5522(para) msgid "" "Check if a matrix is the identity matrix. Automatically returns " "<constant>false</constant> if the matrix is not square. Also works on " @@ -9610,16 +9636,16 @@ msgstr "" "<varname>x</varname> roven <constant>null</constant> (což můžeme považovat " "za matici 0 krát 0), nezpůsobí to chybu a vrátí <constant>false</constant>." -#: C/genius.xml:5508(term) +#: C/genius.xml:5531(term) msgid "<anchor id=\"gel-function-IsLowerTriangular\"/>IsLowerTriangular" msgstr "<anchor id=\"gel-function-IsLowerTriangular\"/>IsLowerTriangular" -#: C/genius.xml:5510(synopsis) +#: C/genius.xml:5533(synopsis) #, no-wrap msgid "IsLowerTriangular (M)" msgstr "IsLowerTriangular (M)" -#: C/genius.xml:5511(para) +#: C/genius.xml:5534(para) msgid "" "Is a matrix lower triangular. That is, are all the entries above the " "diagonal zero." @@ -9627,29 +9653,29 @@ msgstr "" "Jde o dolní trojúhelníkovou matici? To je taková, která má všechny prvky nad " "diagonálou nulové." -#: C/genius.xml:5516(term) +#: C/genius.xml:5539(term) msgid "<anchor id=\"gel-function-IsMatrixInteger\"/>IsMatrixInteger" msgstr "<anchor id=\"gel-function-IsMatrixInteger\"/>IsMatrixInteger" -#: C/genius.xml:5518(synopsis) +#: C/genius.xml:5541(synopsis) #, no-wrap msgid "IsMatrixInteger (M)" msgstr "IsMatrixInteger (M)" -#: C/genius.xml:5519(para) -msgid "Check if a matrix is a matrix of an integers (non-complex)." -msgstr "Zkontrolovat, zda je matice maticí z celých (nekomplexních) čísel." +#: C/genius.xml:5542(para) +msgid "Check if a matrix is a matrix of integers (non-complex)." +msgstr "Zkontrolovat, zda je matice maticí celých (nekomplexních) čísel." -#: C/genius.xml:5524(term) +#: C/genius.xml:5547(term) msgid "<anchor id=\"gel-function-IsMatrixNonnegative\"/>IsMatrixNonnegative" msgstr "<anchor id=\"gel-function-IsMatrixNonnegative\"/>IsMatrixNonnegative" -#: C/genius.xml:5526(synopsis) +#: C/genius.xml:5549(synopsis) #, no-wrap msgid "IsMatrixNonnegative (M)" msgstr "IsMatrixNonnegative (M)" -#: C/genius.xml:5527(para) +#: C/genius.xml:5550(para) msgid "" "Check if a matrix is non-negative, that is if each element is non-negative. " "Do not confuse positive matrices with positive semi-definite matrices." @@ -9657,7 +9683,7 @@ msgstr "" "Zkontrolovat, zda je matice nezáporná, tj. zda je každý z prvků nezáporný. " "Nepleťte si pozitivní matice s pozitivně definitními maticemi." -#: C/genius.xml:5529(para) C/genius.xml:5543(para) +#: C/genius.xml:5552(para) C/genius.xml:5566(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Positive_matrix\">Wikipedia</" "ulink> for more information." @@ -9665,16 +9691,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://en.wikipedia.org/" "wiki/Positive_matrix\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:5537(term) +#: C/genius.xml:5560(term) msgid "<anchor id=\"gel-function-IsMatrixPositive\"/>IsMatrixPositive" msgstr "<anchor id=\"gel-function-IsMatrixPositive\"/>IsMatrixPositive" -#: C/genius.xml:5539(synopsis) +#: C/genius.xml:5562(synopsis) #, no-wrap msgid "IsMatrixPositive (M)" msgstr "IsMatrixPositive (M)" -#: C/genius.xml:5540(para) +#: C/genius.xml:5563(para) msgid "" "Check if a matrix is positive, that is if each element is positive (and " "hence real). In particular, no element is 0. Do not confuse positive " @@ -9684,56 +9710,56 @@ msgstr "" "tudíž reálný). Především není žádný prvek 0. Nepleťte si positivní matice s " "pozitivně definitními maticemi." -#: C/genius.xml:5551(term) +#: C/genius.xml:5574(term) msgid "<anchor id=\"gel-function-IsMatrixRational\"/>IsMatrixRational" msgstr "<anchor id=\"gel-function-IsMatrixRational\"/>IsMatrixRational" -#: C/genius.xml:5553(synopsis) +#: C/genius.xml:5576(synopsis) #, no-wrap msgid "IsMatrixRational (M)" msgstr "IsMatrixRational (M)" -#: C/genius.xml:5554(para) +#: C/genius.xml:5577(para) msgid "Check if a matrix is a matrix of rational (non-complex) numbers." msgstr "" "Zkontrolovat, zda je matice maticí z racionálních (nekomplexních) čísel." -#: C/genius.xml:5560(term) +#: C/genius.xml:5583(term) msgid "<anchor id=\"gel-function-IsMatrixReal\"/>IsMatrixReal" msgstr "<anchor id=\"gel-function-IsMatrixReal\"/>IsMatrixReal" -#: C/genius.xml:5562(synopsis) +#: C/genius.xml:5585(synopsis) #, no-wrap msgid "IsMatrixReal (M)" msgstr "IsMatrixReal (M)" -#: C/genius.xml:5563(para) +#: C/genius.xml:5586(para) msgid "Check if a matrix is a matrix of real (non-complex) numbers." msgstr "Zkontrolovat, zda je matice složená z reálných (na komplexních) čísel." -#: C/genius.xml:5568(term) +#: C/genius.xml:5591(term) msgid "<anchor id=\"gel-function-IsMatrixSquare\"/>IsMatrixSquare" msgstr "<anchor id=\"gel-function-IsMatrixSquare\"/>IsMatrixSquare" -#: C/genius.xml:5570(synopsis) +#: C/genius.xml:5593(synopsis) #, no-wrap msgid "IsMatrixSquare (M)" msgstr "IsMatrixSquare (M)" -#: C/genius.xml:5571(para) +#: C/genius.xml:5594(para) msgid "Check if a matrix is square, that is its width is equal to its height." msgstr "Zkontrolovat, zda je matice čtvercová, tj. šířka je stejná jako výška." -#: C/genius.xml:5579(term) +#: C/genius.xml:5602(term) msgid "<anchor id=\"gel-function-IsUpperTriangular\"/>IsUpperTriangular" msgstr "<anchor id=\"gel-function-IsUpperTriangular\"/>IsUpperTriangular" -#: C/genius.xml:5581(synopsis) +#: C/genius.xml:5604(synopsis) #, no-wrap msgid "IsUpperTriangular (M)" msgstr "IsUpperTriangular (M)" -#: C/genius.xml:5582(para) +#: C/genius.xml:5605(para) msgid "" "Is a matrix upper triangular? That is, a matrix is upper triangular if all " "the entries below the diagonal are zero." @@ -9741,16 +9767,16 @@ msgstr "" "Jde o horní trojúhelníkovou matici? To je taková, která má všechny prvky pod " "diagonálou nulové." -#: C/genius.xml:5587(term) +#: C/genius.xml:5610(term) msgid "<anchor id=\"gel-function-IsValueOnly\"/>IsValueOnly" msgstr "<anchor id=\"gel-function-IsValueOnly\"/>IsValueOnly" -#: C/genius.xml:5589(synopsis) +#: C/genius.xml:5612(synopsis) #, no-wrap msgid "IsValueOnly (M)" msgstr "IsValueOnly (M)" -#: C/genius.xml:5590(para) +#: C/genius.xml:5613(para) msgid "" "Check if a matrix is a matrix of numbers only. Many internal functions make " "this check. Values can be any number including complex numbers." @@ -9758,16 +9784,16 @@ msgstr "" "Zkontrolovat, zda se matice skládá pouze z čísel. Mnoho interních funkcí " "provádí tuto kontrolu. Hodnoty mohou být libovolná čísla včetně komplexních." -#: C/genius.xml:5596(term) +#: C/genius.xml:5619(term) msgid "<anchor id=\"gel-function-IsVector\"/>IsVector" msgstr "<anchor id=\"gel-function-IsVector\"/>IsVector" -#: C/genius.xml:5598(synopsis) +#: C/genius.xml:5621(synopsis) #, no-wrap msgid "IsVector (v)" msgstr "IsVector (v)" -#: C/genius.xml:5599(para) +#: C/genius.xml:5622(para) msgid "" "Is argument a horizontal or a vertical vector. Genius does not distinguish " "between a matrix and a vector and a vector is just a 1 by <varname>n</" @@ -9777,16 +9803,16 @@ msgstr "" "vektorem, vektor je prostě jen matice 1 krát <varname>n</varname> nebo " "<varname>n</varname> krát 1." -#: C/genius.xml:5608(term) +#: C/genius.xml:5631(term) msgid "<anchor id=\"gel-function-IsZero\"/>IsZero" msgstr "<anchor id=\"gel-function-IsZero\"/>IsZero" -#: C/genius.xml:5610(synopsis) +#: C/genius.xml:5633(synopsis) #, no-wrap msgid "IsZero (x)" msgstr "IsZero (x)" -#: C/genius.xml:5611(para) +#: C/genius.xml:5634(para) msgid "" "Check if a matrix is composed of all zeros. Also works on numbers, in which " "case it is equivalent to <userinput>x==0</userinput>. When <varname>x</" @@ -9800,16 +9826,16 @@ msgstr "" "krát 0), nezpůsobí to žádnou chybu, ale vrátí se <constant>true</constant>, " "protože podmínka je prázdná." -#: C/genius.xml:5621(term) +#: C/genius.xml:5644(term) msgid "<anchor id=\"gel-function-LowerTriangular\"/>LowerTriangular" msgstr "<anchor id=\"gel-function-LowerTriangular\"/>LowerTriangular" -#: C/genius.xml:5623(synopsis) +#: C/genius.xml:5646(synopsis) #, no-wrap msgid "LowerTriangular (M)" msgstr "LowerTriangular (M)" -#: C/genius.xml:5624(para) +#: C/genius.xml:5647(para) msgid "" "Returns a copy of the matrix <varname>M</varname> with all the entries above " "the diagonal set to zero." @@ -9817,20 +9843,20 @@ msgstr "" "Vrátit kopii matice <varname>M</varname> se všemi prvky nad diagonálou " "nastavenými na nulu." -#: C/genius.xml:5629(term) +#: C/genius.xml:5652(term) msgid "<anchor id=\"gel-function-MakeDiagonal\"/>MakeDiagonal" msgstr "<anchor id=\"gel-function-MakeDiagonal\"/>MakeDiagonal" -#: C/genius.xml:5631(synopsis) +#: C/genius.xml:5654(synopsis) #, no-wrap msgid "MakeDiagonal (v,arg...)" msgstr "MakeDiagonal (v,argument...)" -#: C/genius.xml:5632(para) +#: C/genius.xml:5655(para) msgid "Aliases: <function>diag</function>" msgstr "Alternativní názvy: <function>diag</function>" -#: C/genius.xml:5633(para) +#: C/genius.xml:5656(para) msgid "" "Make diagonal matrix from a vector. Alternatively you can pass in the values " "to put on the diagonal as arguments. So <userinput>MakeDiagonal([1,2,3])</" @@ -9841,16 +9867,16 @@ msgstr "" "<userinput>MakeDiagonal([1,2,3])</userinput> je to stejné jako " "<userinput>MakeDiagonal(1,2,3)</userinput>." -#: C/genius.xml:5646(term) +#: C/genius.xml:5669(term) msgid "<anchor id=\"gel-function-MakeVector\"/>MakeVector" msgstr "<anchor id=\"gel-function-MakeVector\"/>MakeVector" -#: C/genius.xml:5648(synopsis) +#: C/genius.xml:5671(synopsis) #, no-wrap msgid "MakeVector (A)" msgstr "MakeVector (A)" -#: C/genius.xml:5649(para) +#: C/genius.xml:5672(para) msgid "" "Make column vector out of matrix by putting columns above each other. " "Returns <constant>null</constant> when given <constant>null</constant>." @@ -9858,16 +9884,16 @@ msgstr "" "Vytvořit sloupcový vektor z matice poskládáním sloupců na sebe. Pokud je " "předáno <constant>null</constant>, vrátí <constant>null</constant>." -#: C/genius.xml:5655(term) +#: C/genius.xml:5678(term) msgid "<anchor id=\"gel-function-MatrixProduct\"/>MatrixProduct" msgstr "<anchor id=\"gel-function-MatrixProduct\"/>MatrixProduct" -#: C/genius.xml:5657(synopsis) +#: C/genius.xml:5680(synopsis) #, no-wrap msgid "MatrixProduct (A)" msgstr "MatrixProduct (A)" -#: C/genius.xml:5658(para) +#: C/genius.xml:5681(para) msgid "" "Calculate the product of all elements in a matrix or vector. That is we " "multiply all the elements and return a number that is the product of all the " @@ -9876,16 +9902,16 @@ msgstr "" "Spočítat součin všech prvků matice nebo vektoru. To znamená, že se vynásobí " "všechny prvky a vrátí se číslo, které je násobkem všech těchto prvků." -#: C/genius.xml:5667(term) +#: C/genius.xml:5690(term) msgid "<anchor id=\"gel-function-MatrixSum\"/>MatrixSum" msgstr "<anchor id=\"gel-function-MatrixSum\"/>MatrixSum" -#: C/genius.xml:5669(synopsis) +#: C/genius.xml:5692(synopsis) #, no-wrap msgid "MatrixSum (A)" msgstr "MatrixSum (A)" -#: C/genius.xml:5670(para) +#: C/genius.xml:5693(para) msgid "" "Calculate the sum of all elements in a matrix or vector. That is we add all " "the elements and return a number that is the sum of all the elements." @@ -9893,29 +9919,29 @@ msgstr "" "Spočítat součet všech prvků matice nebo vektoru. To znamená, že se sečtou " "všechny prvky a vrátí se číslo, které je součtem všech těchto prvků." -#: C/genius.xml:5679(term) +#: C/genius.xml:5702(term) msgid "<anchor id=\"gel-function-MatrixSumSquares\"/>MatrixSumSquares" msgstr "<anchor id=\"gel-function-MatrixSumSquares\"/>MatrixSumSquares" -#: C/genius.xml:5681(synopsis) +#: C/genius.xml:5704(synopsis) #, no-wrap msgid "MatrixSumSquares (A)" msgstr "MatrixSumSquares (A)" -#: C/genius.xml:5682(para) +#: C/genius.xml:5705(para) msgid "Calculate the sum of squares of all elements in a matrix or vector." msgstr "Spočítat součet druhých mocnin všech prvků matice nebo vektoru." -#: C/genius.xml:5688(term) +#: C/genius.xml:5711(term) msgid "<anchor id=\"gel-function-NonzeroColumns\"/>NonzeroColumns" msgstr "<anchor id=\"gel-function-NonzeroColumns\"/>NonzeroColumns" -#: C/genius.xml:5690(synopsis) +#: C/genius.xml:5713(synopsis) #, no-wrap msgid "NonzeroColumns (M)" msgstr "NonzeroColumns (M)" -#: C/genius.xml:5691(para) +#: C/genius.xml:5714(para) msgid "" "Returns a row vector of the indices of nonzero columns in the matrix " "<varname>M</varname>." @@ -9923,16 +9949,16 @@ msgstr "" "Vrátit řádkový vektor s indexy nenulových sloupců v matici <varname>M</" "varname>." -#: C/genius.xml:5697(term) +#: C/genius.xml:5720(term) msgid "<anchor id=\"gel-function-NonzeroElements\"/>NonzeroElements" msgstr "<anchor id=\"gel-function-NonzeroElements\"/>NonzeroElements" -#: C/genius.xml:5699(synopsis) +#: C/genius.xml:5722(synopsis) #, no-wrap msgid "NonzeroElements (v)" msgstr "NonzeroElements (v)" -#: C/genius.xml:5700(para) +#: C/genius.xml:5723(para) msgid "" "Returns a row vector of the indices of nonzero elements in the vector " "<varname>v</varname>." @@ -9940,16 +9966,16 @@ msgstr "" "Vrátit řádkový vektor s indexy nenulových prvků ve vektoru <varname>v</" "varname>." -#: C/genius.xml:5706(term) +#: C/genius.xml:5729(term) msgid "<anchor id=\"gel-function-OuterProduct\"/>OuterProduct" msgstr "<anchor id=\"gel-function-OuterProduct\"/>OuterProduct" -#: C/genius.xml:5708(synopsis) +#: C/genius.xml:5731(synopsis) #, no-wrap msgid "OuterProduct (u,v)" msgstr "OuterProduct (u,v)" -#: C/genius.xml:5709(para) +#: C/genius.xml:5732(para) msgid "" "Get the outer product of two vectors. That is, suppose that <varname>u</" "varname> and <varname>v</varname> are vertical vectors, then the outer " @@ -9959,16 +9985,16 @@ msgstr "" "varname> a <varname>v</varname> svislé vektory, pak vnější součin je " "<userinput>v * u.'</userinput>." -#: C/genius.xml:5716(term) +#: C/genius.xml:5739(term) msgid "<anchor id=\"gel-function-ReverseVector\"/>ReverseVector" msgstr "<anchor id=\"gel-function-ReverseVector\"/>ReverseVector" -#: C/genius.xml:5718(synopsis) +#: C/genius.xml:5741(synopsis) #, no-wrap msgid "ReverseVector (v)" msgstr "ReverseVector (v)" -#: C/genius.xml:5719(para) +#: C/genius.xml:5742(para) msgid "" "Reverse elements in a vector. Return <constant>null</constant> if given " "<constant>null</constant>" @@ -9976,32 +10002,32 @@ msgstr "" "Převrátit pořadí prvků ve vektoru. Pokud je předáno <constant>null</" "constant>, tak vrací <constant>null</constant>." -#: C/genius.xml:5724(term) +#: C/genius.xml:5747(term) msgid "<anchor id=\"gel-function-RowSum\"/>RowSum" msgstr "<anchor id=\"gel-function-RowSum\"/>RowSum" -#: C/genius.xml:5726(synopsis) +#: C/genius.xml:5749(synopsis) #, no-wrap msgid "RowSum (m)" msgstr "RowSum (m)" -#: C/genius.xml:5727(para) +#: C/genius.xml:5750(para) msgid "" "Calculate sum of each row in a matrix and return a vertical vector with the " "result." msgstr "" "Vypočítat součet každého řádku v matici a vrátit svislý vektor s výsledkem." -#: C/genius.xml:5733(term) +#: C/genius.xml:5756(term) msgid "<anchor id=\"gel-function-RowSumSquares\"/>RowSumSquares" msgstr "<anchor id=\"gel-function-RowSumSquares\"/>RowSumSquares" -#: C/genius.xml:5735(synopsis) +#: C/genius.xml:5758(synopsis) #, no-wrap msgid "RowSumSquares (m)" msgstr "RowSumSquares (m)" -#: C/genius.xml:5736(para) +#: C/genius.xml:5759(para) msgid "" "Calculate sum of squares of each row in a matrix and return a vertical " "vector with the results." @@ -10009,16 +10035,16 @@ msgstr "" "Vypočítat součet druhých mocnin každého řádku v matici a vrátit svislý " "vektor s výsledkem." -#: C/genius.xml:5741(term) +#: C/genius.xml:5764(term) msgid "<anchor id=\"gel-function-RowsOf\"/>RowsOf" msgstr "<anchor id=\"gel-function-RowsOf\"/>RowsOf" -#: C/genius.xml:5743(synopsis) +#: C/genius.xml:5766(synopsis) #, no-wrap msgid "RowsOf (M)" msgstr "RowsOf (M)" -#: C/genius.xml:5744(para) +#: C/genius.xml:5767(para) msgid "" "Gets the rows of a matrix as a vertical vector. Each element of the vector " "is a horizontal vector that is the corresponding row of <varname>M</" @@ -10032,16 +10058,16 @@ msgstr "" "<userinput>for r in RowsOf(M) do\n" "neco(r)</userinput>." -#: C/genius.xml:5753(term) +#: C/genius.xml:5776(term) msgid "<anchor id=\"gel-function-SetMatrixSize\"/>SetMatrixSize" msgstr "<anchor id=\"gel-function-SetMatrixSize\"/>SetMatrixSize" -#: C/genius.xml:5755(synopsis) +#: C/genius.xml:5778(synopsis) #, no-wrap msgid "SetMatrixSize (M,rows,columns)" msgstr "SetMatrixSize (M,radku,sloupcu)" -#: C/genius.xml:5756(para) +#: C/genius.xml:5779(para) msgid "" "Make new matrix of given size from old one. That is, a new matrix will be " "returned to which the old one is copied. Entries that don't fit are clipped " @@ -10055,16 +10081,16 @@ msgstr "" "<varname>radku</varname> nebo <varname>sloupcu</varname> roven nule, je " "vráceno <constant>null</constant>." -#: C/genius.xml:5766(term) +#: C/genius.xml:5789(term) msgid "<anchor id=\"gel-function-ShuffleVector\"/>ShuffleVector" msgstr "<anchor id=\"gel-function-ShuffleVector\"/>ShuffleVector" -#: C/genius.xml:5768(synopsis) +#: C/genius.xml:5791(synopsis) #, no-wrap msgid "ShuffleVector (v)" msgstr "ShuffleVector (v)" -#: C/genius.xml:5769(para) +#: C/genius.xml:5792(para) msgid "" "Shuffle elements in a vector. Return <constant>null</constant> if given " "<constant>null</constant>." @@ -10072,59 +10098,59 @@ msgstr "" "Zamíchat pořadí prvků ve vektoru. Pokud je předáno <constant>null</" "constant>, tak vrací <constant>null</constant>." -#: C/genius.xml:5770(para) +#: C/genius.xml:5793(para) msgid "Version 1.0.13 onwards." msgstr "Verze 1.0.13 a novější." -#: C/genius.xml:5775(term) +#: C/genius.xml:5798(term) msgid "<anchor id=\"gel-function-SortVector\"/>SortVector" msgstr "<anchor id=\"gel-function-SortVector\"/>SortVector" -#: C/genius.xml:5777(synopsis) +#: C/genius.xml:5800(synopsis) #, no-wrap msgid "SortVector (v)" msgstr "SortVector (v)" -#: C/genius.xml:5778(para) +#: C/genius.xml:5801(para) msgid "Sort vector elements in an increasing order." msgstr "Seřadit prvky vektoru ve vzestupném pořadí." -#: C/genius.xml:5783(term) +#: C/genius.xml:5806(term) msgid "<anchor id=\"gel-function-StripZeroColumns\"/>StripZeroColumns" msgstr "<anchor id=\"gel-function-StripZeroColumns\"/>StripZeroColumns" -#: C/genius.xml:5785(synopsis) +#: C/genius.xml:5808(synopsis) #, no-wrap msgid "StripZeroColumns (M)" msgstr "StripZeroColumns (M)" -#: C/genius.xml:5786(para) +#: C/genius.xml:5809(para) msgid "Removes any all-zero columns of <varname>M</varname>." msgstr "Odstranit všechny čistě nulové sloupce matice <varname>M</varname>." -#: C/genius.xml:5791(term) +#: C/genius.xml:5814(term) msgid "<anchor id=\"gel-function-StripZeroRows\"/>StripZeroRows" msgstr "<anchor id=\"gel-function-StripZeroRows\"/>StripZeroRows" -#: C/genius.xml:5793(synopsis) +#: C/genius.xml:5816(synopsis) #, no-wrap msgid "StripZeroRows (M)" msgstr "StripZeroRows (M)" -#: C/genius.xml:5794(para) +#: C/genius.xml:5817(para) msgid "Removes any all-zero rows of <varname>M</varname>." msgstr "Odstranit všechny čistě nulové řádky matice <varname>M</varname>." -#: C/genius.xml:5799(term) +#: C/genius.xml:5822(term) msgid "<anchor id=\"gel-function-Submatrix\"/>Submatrix" msgstr "<anchor id=\"gel-function-Submatrix\"/>Submatrix" -#: C/genius.xml:5801(synopsis) +#: C/genius.xml:5824(synopsis) #, no-wrap msgid "Submatrix (m,r,c)" msgstr "Submatrix (m,r,s)" -#: C/genius.xml:5802(para) +#: C/genius.xml:5825(para) msgid "" "Return column(s) and row(s) from a matrix. This is just equivalent to " "<userinput>m@(r,c)</userinput>. <varname>r</varname> and <varname>c</" @@ -10136,29 +10162,29 @@ msgstr "" "varname> by měly být vektory se seznamy řádků a sloupců (nebo samostatná " "čísla, pokud požadujete jen jeden řádek nebo sloupec)." -#: C/genius.xml:5809(term) +#: C/genius.xml:5832(term) msgid "<anchor id=\"gel-function-SwapRows\"/>SwapRows" msgstr "<anchor id=\"gel-function-SwapRows\"/>SwapRows" -#: C/genius.xml:5811(synopsis) +#: C/genius.xml:5834(synopsis) #, no-wrap msgid "SwapRows (m,row1,row2)" msgstr "SwapRows (m,radek1,radek2)" -#: C/genius.xml:5812(para) +#: C/genius.xml:5835(para) msgid "Swap two rows in a matrix." msgstr "Prohodit dva řádky v matici." -#: C/genius.xml:5817(term) +#: C/genius.xml:5840(term) msgid "<anchor id=\"gel-function-UpperTriangular\"/>UpperTriangular" msgstr "<anchor id=\"gel-function-UpperTriangular\"/>UpperTriangular" -#: C/genius.xml:5819(synopsis) +#: C/genius.xml:5842(synopsis) #, no-wrap msgid "UpperTriangular (M)" msgstr "UpperTriangular (M)" -#: C/genius.xml:5820(para) +#: C/genius.xml:5843(para) msgid "" "Returns a copy of the matrix <varname>M</varname> with all the entries below " "the diagonal set to zero." @@ -10166,44 +10192,44 @@ msgstr "" "Vrátit kopii matice <varname>M</varname> se všemi prvky pod diagonálou " "nastavenými na nulu." -#: C/genius.xml:5825(term) +#: C/genius.xml:5848(term) msgid "<anchor id=\"gel-function-columns\"/>columns" msgstr "<anchor id=\"gel-function-columns\"/>columns" -#: C/genius.xml:5827(synopsis) +#: C/genius.xml:5850(synopsis) #, no-wrap msgid "columns (M)" msgstr "columns (M)" -#: C/genius.xml:5828(para) +#: C/genius.xml:5851(para) msgid "Get the number of columns of a matrix." msgstr "Vrátit počet sloupců matice." -#: C/genius.xml:5833(term) +#: C/genius.xml:5856(term) msgid "<anchor id=\"gel-function-elements\"/>elements" msgstr "<anchor id=\"gel-function-elements\"/>elements" -#: C/genius.xml:5835(synopsis) +#: C/genius.xml:5858(synopsis) #, no-wrap msgid "elements (M)" msgstr "elements (M)" -#: C/genius.xml:5836(para) +#: C/genius.xml:5859(para) msgid "" "Get the total number of elements of a matrix. This is the number of columns " "times the number of rows." msgstr "Vrátit celkový počet prvků matice. Tj. počet sloupců krát počet řádků." -#: C/genius.xml:5842(term) +#: C/genius.xml:5865(term) msgid "<anchor id=\"gel-function-ones\"/>ones" msgstr "<anchor id=\"gel-function-ones\"/>ones" -#: C/genius.xml:5844(synopsis) +#: C/genius.xml:5867(synopsis) #, no-wrap msgid "ones (rows,columns...)" msgstr "ones (radku,sloupcu...)" -#: C/genius.xml:5845(para) +#: C/genius.xml:5868(para) msgid "" "Make an matrix of all ones (or a row vector if only one argument is given). " "Returns <constant>null</constant> if either rows or columns are zero." @@ -10212,29 +10238,29 @@ msgstr "" "jeden argument). Když je <varname>radku</varname> nebo <varname>sloupcu</" "varname> rovno nule, vrátí <constant>null</constant>." -#: C/genius.xml:5850(term) +#: C/genius.xml:5873(term) msgid "<anchor id=\"gel-function-rows\"/>rows" msgstr "<anchor id=\"gel-function-rows\"/>rows" -#: C/genius.xml:5852(synopsis) +#: C/genius.xml:5875(synopsis) #, no-wrap msgid "rows (M)" msgstr "rows (M)" -#: C/genius.xml:5853(para) +#: C/genius.xml:5876(para) msgid "Get the number of rows of a matrix." msgstr "Vrátit počet řádků matice." -#: C/genius.xml:5858(term) +#: C/genius.xml:5881(term) msgid "<anchor id=\"gel-function-zeros\"/>zeros" msgstr "<anchor id=\"gel-function-zeros\"/>zeros" -#: C/genius.xml:5860(synopsis) +#: C/genius.xml:5883(synopsis) #, no-wrap msgid "zeros (rows,columns...)" msgstr "zeros (radku,sloupcu...)" -#: C/genius.xml:5861(para) +#: C/genius.xml:5884(para) msgid "" "Make a matrix of all zeros (or a row vector if only one argument is given). " "Returns <constant>null</constant> if either rows or columns are zero." @@ -10243,16 +10269,16 @@ msgstr "" "argument). Pokud je argument <varname>radku</varname> nebo <varname>sloupcu</" "varname> roven nule, je vráceno <constant>null</constant>." -#: C/genius.xml:5872(term) +#: C/genius.xml:5895(term) msgid "<anchor id=\"gel-function-AuxiliaryUnitMatrix\"/>AuxiliaryUnitMatrix" msgstr "<anchor id=\"gel-function-AuxiliaryUnitMatrix\"/>AuxiliaryUnitMatrix" -#: C/genius.xml:5874(synopsis) +#: C/genius.xml:5897(synopsis) #, no-wrap msgid "AuxiliaryUnitMatrix (n)" msgstr "AuxiliaryUnitMatrix (n)" -#: C/genius.xml:5875(para) +#: C/genius.xml:5898(para) msgid "" "Get the auxiliary unit matrix of size <varname>n</varname>. This is a square " "matrix with that is all zero except the superdiagonal being all ones. It is " @@ -10262,43 +10288,43 @@ msgstr "" "čtvercovou matici ze samých nul vyjma diagonály, na které jsou jedničky. Je " "to Jordanův blok s jedním vlastním číslem nula." -#: C/genius.xml:5877(para) +#: C/genius.xml:5900(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/" -"JordanCanonicalFormTheorem.html\">Planetmath</ulink> or <ulink url=\"http://" -"mathworld.wolfram.com/JordanBlock.html\">Mathworld</ulink> for more " -"information on Jordan Canonical Form." +"See <ulink url=\"http://planetmath.org/JordanCanonicalFormTheorem" +"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"JordanBlock.html\">Mathworld</ulink> for more information on Jordan " +"Canonical Form." msgstr "" "Více informací o Jordanově kanonické formě najdete v encyklopediích <ulink " -"url=\"http://planetmath.org/encyclopedia/JordanCanonicalFormTheorem.html" -"\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://mathworld." -"wolfram.com/JordanBlock.html\">Mathworld</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Jordanova_norm%C3%A1ln%C3%AD_forma" +"url=\"http://planetmath.org/JordanCanonicalFormTheorem\">Planetmath</ulink> " +"(text je v angličtině), <ulink url=\"http://mathworld.wolfram.com/" +"JordanBlock.html\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=" +"\"http://cs.wikipedia.org/wiki/Jordanova_norm%C3%A1ln%C3%AD_forma" "\">Wikipedia</ulink>." -#: C/genius.xml:5886(term) +#: C/genius.xml:5909(term) msgid "<anchor id=\"gel-function-BilinearForm\"/>BilinearForm" msgstr "<anchor id=\"gel-function-BilinearForm\"/>BilinearForm" -#: C/genius.xml:5888(synopsis) +#: C/genius.xml:5911(synopsis) #, no-wrap msgid "BilinearForm (v,A,w)" msgstr "BilinearForm (v,A,w)" -#: C/genius.xml:5889(para) +#: C/genius.xml:5912(para) msgid "Evaluate (v,w) with respect to the bilinear form given by the matrix A." msgstr "Spočítat (v,w) vzhledem k bilineární formě dané maticí A." -#: C/genius.xml:5894(term) +#: C/genius.xml:5917(term) msgid "<anchor id=\"gel-function-BilinearFormFunction\"/>BilinearFormFunction" msgstr "<anchor id=\"gel-function-BilinearFormFunction\"/>BilinearFormFunction" -#: C/genius.xml:5896(synopsis) +#: C/genius.xml:5919(synopsis) #, no-wrap msgid "BilinearFormFunction (A)" msgstr "BilinearFormFunction (A)" -#: C/genius.xml:5897(para) +#: C/genius.xml:5920(para) msgid "" "Return a function that evaluates two vectors with respect to the bilinear " "form given by A." @@ -10306,7 +10332,7 @@ msgstr "" "Vrátit funkci takovou, že vyhodnocuje dva vektory vzhledem k bilineární " "formě dané maticí A." -#: C/genius.xml:5902(term) +#: C/genius.xml:5925(term) msgid "" "<anchor id=\"gel-function-CharacteristicPolynomial\"/" ">CharacteristicPolynomial" @@ -10314,16 +10340,16 @@ msgstr "" "<anchor id=\"gel-function-CharacteristicPolynomial\"/" ">CharacteristicPolynomial" -#: C/genius.xml:5904(synopsis) +#: C/genius.xml:5927(synopsis) #, no-wrap msgid "CharacteristicPolynomial (M)" msgstr "CharacteristicPolynomial (M)" -#: C/genius.xml:5905(para) +#: C/genius.xml:5928(para) msgid "Aliases: <function>CharPoly</function>" msgstr "Alternativní názvy: <function>CharPoly</function>" -#: C/genius.xml:5906(para) +#: C/genius.xml:5929(para) msgid "" "Get the characteristic polynomial as a vector. That is, return the " "coefficients of the polynomial starting with the constant term. This is the " @@ -10339,16 +10365,18 @@ msgstr "" "function-CharacteristicPolynomialFunction" "\">CharacteristicPolynomialFunction</link>." -#: C/genius.xml:5912(para) C/genius.xml:5928(para) +#: C/genius.xml:5935(para) C/genius.xml:5952(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/CharacteristicEquation." -"html\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Characteristic_polynomial" +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/" +"CharacteristicEquation\">Planetmath</ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/CharacteristicEquation.html\">Planetmath</ulink> (text je v " -"angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"https://en.wikipedia." +"org/wiki/Characteristic_polynomial\">Wikipedia</ulink> (text je v anličtině) " +"a <ulink url=\"http://planetmath.org/CharacteristicEquation\">Planetmath</" +"ulink> (text je v angličtině)." -#: C/genius.xml:5920(term) +#: C/genius.xml:5944(term) msgid "" "<anchor id=\"gel-function-CharacteristicPolynomialFunction\"/" ">CharacteristicPolynomialFunction" @@ -10356,12 +10384,12 @@ msgstr "" "<anchor id=\"gel-function-CharacteristicPolynomialFunction\"/" ">CharacteristicPolynomialFunction" -#: C/genius.xml:5922(synopsis) +#: C/genius.xml:5946(synopsis) #, no-wrap msgid "CharacteristicPolynomialFunction (M)" msgstr "CharacteristicPolynomialFunction (M)" -#: C/genius.xml:5923(para) +#: C/genius.xml:5947(para) msgid "" "Get the characteristic polynomial as a function. This is the polynomial " "defined by <userinput>det(M-xI)</userinput>. The roots of this polynomial " @@ -10373,16 +10401,16 @@ msgstr "" "jsou vlastní čísla matice <varname>M</varname>. Viz <link linkend=\"gel-" "function-CharacteristicPolynomial\">CharacteristicPolynomial</link>." -#: C/genius.xml:5936(term) +#: C/genius.xml:5961(term) msgid "<anchor id=\"gel-function-ColumnSpace\"/>ColumnSpace" msgstr "<anchor id=\"gel-function-ColumnSpace\"/>ColumnSpace" -#: C/genius.xml:5938(synopsis) +#: C/genius.xml:5963(synopsis) #, no-wrap msgid "ColumnSpace (M)" msgstr "ColumnSpace (M)" -#: C/genius.xml:5939(para) +#: C/genius.xml:5964(para) msgid "" "Get a basis matrix for the columnspace of a matrix. That is, return a matrix " "whose columns are the basis for the column space of <varname>M</varname>. " @@ -10392,16 +10420,24 @@ msgstr "" "jejíž sloupce jsou bázemi pro prostor sloupců matice <varname>M</varname>. " "To je prostor rozložený podle sloupců matice <varname>M</varname>." -#: C/genius.xml:5947(term) +#: C/genius.xml:5968(para) C/genius.xml:6158(para) +msgid "" +"See <ulink url=\"https://en.wikipedia.org/wiki/Row_and_column_spaces" +"\">Wikipedia</ulink> for more information." +msgstr "" +"Více informací najdete v encyklopedii <ulink url=\"https://en.wikipedia.org/" +"wiki/Row_and_column_spaces\">Wikipedia</ulink> (text je v angličtině)." + +#: C/genius.xml:5976(term) msgid "<anchor id=\"gel-function-CommutationMatrix\"/>CommutationMatrix" msgstr "<anchor id=\"gel-function-CommutationMatrix\"/>CommutationMatrix" -#: C/genius.xml:5949(synopsis) +#: C/genius.xml:5978(synopsis) #, no-wrap msgid "CommutationMatrix (m, n)" msgstr "CommutationMatrix (m, n)" -#: C/genius.xml:5950(para) +#: C/genius.xml:5979(para) msgid "" "Return the commutation matrix <userinput>K(m,n)</userinput>, which is the " "unique <userinput>m*n</userinput> by <userinput>m*n</userinput> matrix such " @@ -10414,29 +10450,29 @@ msgstr "" "userinput> pro všechny matice <varname>A</varname> velikosti <varname>m</" "varname> krát <varname>n</varname>." -#: C/genius.xml:5957(term) +#: C/genius.xml:5986(term) msgid "<anchor id=\"gel-function-CompanionMatrix\"/>CompanionMatrix" msgstr "<anchor id=\"gel-function-CompanionMatrix\"/>CompanionMatrix" -#: C/genius.xml:5959(synopsis) +#: C/genius.xml:5988(synopsis) #, no-wrap msgid "CompanionMatrix (p)" msgstr "CompanionMatrix (p)" -#: C/genius.xml:5960(para) +#: C/genius.xml:5989(para) msgid "Companion matrix of a polynomial (as vector)." msgstr "Doplňková matice polynomu (jako vektor)." -#: C/genius.xml:5965(term) +#: C/genius.xml:5994(term) msgid "<anchor id=\"gel-function-ConjugateTranspose\"/>ConjugateTranspose" msgstr "<anchor id=\"gel-function-ConjugateTranspose\"/>ConjugateTranspose" -#: C/genius.xml:5967(synopsis) +#: C/genius.xml:5996(synopsis) #, no-wrap msgid "ConjugateTranspose (M)" msgstr "ConjugateTranspose (M)" -#: C/genius.xml:5968(para) +#: C/genius.xml:5997(para) msgid "" "Conjugate transpose of a matrix (adjoint). This is the same as the " "<userinput>'</userinput> operator." @@ -10444,42 +10480,44 @@ msgstr "" "Konjugovaná transpozice matice (adjungovaná). Je to stejné jako operátor " "<userinput>'</userinput>." -#: C/genius.xml:5970(para) +#: C/genius.xml:5999(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/ConjugateTranspose.html" +"See <ulink url=\"https://en.wikipedia.org/wiki/Conjugate_transpose" +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/ConjugateTranspose" "\">Planetmath</ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/ConjugateTranspose.html\">Planetmath</ulink> (text je v " -"angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"https://en.wikipedia." +"org/wiki/Conjugate_transpose\">Wikipedia</ulink> (text je v angličtině) a " +"<ulink url=\"http://planetmath.org/ConjugateTranspose\">Planetmath</ulink> " +"(text je v angličtině)." -#: C/genius.xml:5978(term) +#: C/genius.xml:6008(term) msgid "<anchor id=\"gel-function-Convolution\"/>Convolution" msgstr "<anchor id=\"gel-function-Convolution\"/>Convolution" -#: C/genius.xml:5980(synopsis) +#: C/genius.xml:6010(synopsis) #, no-wrap msgid "Convolution (a,b)" msgstr "Convolution (a,b)" -#: C/genius.xml:5981(para) +#: C/genius.xml:6011(para) msgid "Aliases: <function>convol</function>" msgstr "Alternativní názvy: <function>convol</function>" -#: C/genius.xml:5982(para) +#: C/genius.xml:6012(para) msgid "Calculate convolution of two horizontal vectors." msgstr "Spočítat konvoluci dvou vodorovných vektorů." -#: C/genius.xml:5987(term) +#: C/genius.xml:6017(term) msgid "<anchor id=\"gel-function-ConvolutionVector\"/>ConvolutionVector" msgstr "<anchor id=\"gel-function-ConvolutionVector\"/>ConvolutionVector" -#: C/genius.xml:5989(synopsis) +#: C/genius.xml:6019(synopsis) #, no-wrap msgid "ConvolutionVector (a,b)" msgstr "ConvolutionVector (a,b)" -#: C/genius.xml:5990(para) +#: C/genius.xml:6020(para) msgid "" "Calculate convolution of two horizontal vectors. Return result as a vector " "and not added together." @@ -10487,16 +10525,16 @@ msgstr "" "Spočítat konvoluci dvou vodorovných vektorů. Výsledek vrátí jako vektor a ne " "sečtené dohromady." -#: C/genius.xml:5996(term) +#: C/genius.xml:6026(term) msgid "<anchor id=\"gel-function-CrossProduct\"/>CrossProduct" msgstr "<anchor id=\"gel-function-CrossProduct\"/>CrossProduct" -#: C/genius.xml:5998(synopsis) +#: C/genius.xml:6028(synopsis) #, no-wrap msgid "CrossProduct (v,w)" msgstr "CrossProduct (v,w)" -#: C/genius.xml:5999(para) +#: C/genius.xml:6029(para) msgid "" "CrossProduct of two vectors in R<superscript>3</superscript> as a column " "vector." @@ -10504,7 +10542,15 @@ msgstr "" "Vektorový součin dvou vektorů v R<superscript>3</superscript> jako sloupcový " "vektor." -#: C/genius.xml:6005(term) +#: C/genius.xml:6031(para) +msgid "" +"See <ulink url=\"https://en.wikipedia.org/wiki/Cross_product\">Wikipedia</" +"ulink> for more information." +msgstr "" +"Více informací najdete v encyklopedii <ulink url=\"https://cs.wikipedia.org/" +"wiki/Vektorov%C3%BD_sou%C4%8Din\">Wikipedia</ulink>." + +#: C/genius.xml:6039(term) msgid "" "<anchor id=\"gel-function-DeterminantalDivisorsInteger\"/" ">DeterminantalDivisorsInteger" @@ -10512,59 +10558,66 @@ msgstr "" "<anchor id=\"gel-function-DeterminantalDivisorsInteger\"/" ">DeterminantalDivisorsInteger" -#: C/genius.xml:6007(synopsis) +#: C/genius.xml:6041(synopsis) #, no-wrap msgid "DeterminantalDivisorsInteger (M)" msgstr "DeterminantalDivisorsInteger (M)" -#: C/genius.xml:6008(para) -msgid "" -"Get the determinantal divisors of an integer matrix (not its characteristic)." -msgstr "" -"Získat determinantové dělitele celočíselné matice (ne její charakteristiku)." +#: C/genius.xml:6042(para) +msgid "Get the determinantal divisors of an integer matrix." +msgstr "Získat determinantové dělitele celočíselné matice." -#: C/genius.xml:6013(term) +#: C/genius.xml:6047(term) msgid "<anchor id=\"gel-function-DirectSum\"/>DirectSum" msgstr "<anchor id=\"gel-function-DirectSum\"/>DirectSum" -#: C/genius.xml:6015(synopsis) +#: C/genius.xml:6049(synopsis) #, no-wrap msgid "DirectSum (M,N...)" msgstr "DirectSum (M,N...)" -#: C/genius.xml:6016(para) +#: C/genius.xml:6050(para) msgid "Direct sum of matrices." msgstr "Přímý součet matic." -#: C/genius.xml:6021(term) +#: C/genius.xml:6051(para) C/genius.xml:6063(para) +msgid "" +"See <ulink url=\"https://en.wikipedia.org/wiki/Matrix_addition#directsum" +"\">Wikipedia</ulink> for more information." +msgstr "" +"Více informací najdete v encyklopedii <ulink url=\"https://cs.wikipedia.org/" +"wiki/S%C4%8D%C3%ADt%C3%A1n%C3%AD_matic#Direktn.C3.AD_sou.C4.8Det" +"\">Wikipedia</ulink>." + +#: C/genius.xml:6059(term) msgid "" "<anchor id=\"gel-function-DirectSumMatrixVector\"/>DirectSumMatrixVector" msgstr "" "<anchor id=\"gel-function-DirectSumMatrixVector\"/>DirectSumMatrixVector" -#: C/genius.xml:6023(synopsis) +#: C/genius.xml:6061(synopsis) #, no-wrap msgid "DirectSumMatrixVector (v)" msgstr "DirectSumMatrixVector (v)" -#: C/genius.xml:6024(para) +#: C/genius.xml:6062(para) msgid "Direct sum of a vector of matrices." msgstr "Přímý součet vektoru matic." -#: C/genius.xml:6029(term) +#: C/genius.xml:6071(term) msgid "<anchor id=\"gel-function-Eigenvalues\"/>Eigenvalues" msgstr "<anchor id=\"gel-function-Eigenvalues\"/>Eigenvalues" -#: C/genius.xml:6031(synopsis) +#: C/genius.xml:6073(synopsis) #, no-wrap msgid "Eigenvalues (M)" msgstr "Eigenvalues (M)" -#: C/genius.xml:6032(para) +#: C/genius.xml:6074(para) msgid "Aliases: <function>eig</function>" msgstr "Alternativní názvy: <function>eig</function>" -#: C/genius.xml:6033(para) +#: C/genius.xml:6075(para) msgid "" "Get the eigenvalues of a square matrix. Currently only works for matrices of " "size up to 4 by 4, or for triangular matrices (for which the eigenvalues are " @@ -10574,39 +10627,39 @@ msgstr "" "matice do velikosti 4 krát 4 nebo pro trojúhelníkové matice (pro které jsou " "vlastní čísla na diagonále)." -#: C/genius.xml:6038(para) +#: C/genius.xml:6080(para) msgid "" -"See <ulink url=\"http://en.wikipedia.org/wiki/Eigenvalue\">Wikipedia</ulink> " -"or <ulink url=\"http://planetmath.org/encyclopedia/Eigenvalue.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"Eigenvalue.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://en.wikipedia.org/wiki/Eigenvalue\">Wikipedia</" +"ulink>, <ulink url=\"http://planetmath.org/Eigenvalue\">Planetmath</ulink>, " +"or <ulink url=\"http://mathworld.wolfram.com/Eigenvalue.html\">Mathworld</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Eigenvalue.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/Eigenvalue.html\">Mathworld</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Vlastn%C3%AD_%C4%8D%C3%ADslo\">Wikipedia</ulink>." +"Eigenvalue\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://" +"mathworld.wolfram.com/Eigenvalue.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Vlastn%C3%AD_%C4%8D" +"%C3%ADslo\">Wikipedia</ulink>." -#: C/genius.xml:6048(term) +#: C/genius.xml:6090(term) msgid "<anchor id=\"gel-function-Eigenvectors\"/>Eigenvectors" msgstr "<anchor id=\"gel-function-Eigenvectors\"/>Eigenvectors" -#: C/genius.xml:6050(synopsis) +#: C/genius.xml:6092(synopsis) #, no-wrap msgid "Eigenvectors (M)" msgstr "Eigenvectors (M)" -#: C/genius.xml:6051(synopsis) +#: C/genius.xml:6093(synopsis) #, no-wrap msgid "Eigenvectors (M, &eigenvalues)" msgstr "Eigenvectors (M,&vlastni_cisla)" -#: C/genius.xml:6052(synopsis) +#: C/genius.xml:6094(synopsis) #, no-wrap msgid "Eigenvectors (M, &eigenvalues, &multiplicities)" msgstr "Eigenvectors (M, &vlastni_cisla, &nasobnosti)" -#: C/genius.xml:6053(para) +#: C/genius.xml:6095(para) msgid "" "Get the eigenvectors of a square matrix. Optionally get also the eigenvalues " "and their algebraic multiplicities. Currently only works for matrices of " @@ -10616,29 +10669,29 @@ msgstr "" "a jejich algebraické násobnosti. V současnosti pracuje pouze s maticemi do " "velikosti 2 krát 2." -#: C/genius.xml:6057(para) +#: C/genius.xml:6099(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Eigenvector\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/Eigenvector.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"Eigenvector.html\">Mathworld</ulink> for more information." +"ulink>, <ulink url=\"http://planetmath.org/Eigenvector\">Planetmath</ulink>, " +"or <ulink url=\"http://mathworld.wolfram.com/Eigenvector.html\">Mathworld</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Eigenvector.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/Eigenvector.html\">Mathworld</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Vlastn%C3%AD_%C4%8D%C3%ADslo\">Wikipedia</ulink>." +"Eigenvector\">Planetmath</ulink> (text je v angličtině), <ulink url=\"http://" +"mathworld.wolfram.com/Eigenvector.html\">Mathworld</ulink> (text je v " +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Vlastn%C3%AD_%C4%8D" +"%C3%ADslo\">Wikipedia</ulink>." -#: C/genius.xml:6067(term) +#: C/genius.xml:6109(term) msgid "<anchor id=\"gel-function-GramSchmidt\"/>GramSchmidt" msgstr "<anchor id=\"gel-function-GramSchmidt\"/>GramSchmidt" -#: C/genius.xml:6069(synopsis) +#: C/genius.xml:6111(synopsis) #, no-wrap msgid "GramSchmidt (v,B...)" msgstr "GramSchmidt (v,B...)" -#: C/genius.xml:6070(para) +#: C/genius.xml:6112(para) msgid "" "Apply the Gram-Schmidt process (to the columns) with respect to inner " "product given by <varname>B</varname>. If <varname>B</varname> is not given " @@ -10654,154 +10707,173 @@ msgstr "" "polybilineární formě. Vektory budou vytvořeny ortogonální vzhledem k " "<varname>B</varname>." -#: C/genius.xml:6076(para) +#: C/genius.xml:6118(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/" -"GramSchmidtOrthogonalization.html\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Gram%E2%80%93Schmidt_process" +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/" +"GramSchmidtOrthogonalization\">Planetmath</ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/GramSchmidtOrthogonalization.html\">Planetmath</ulink> (text je " -"v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" +"GramSchmidtOrthogonalization\">Planetmath</ulink> (text je v angličtině) a " +"<ulink url=\"https://cs.wikipedia.org/wiki/Gramova-Schmidtova_ortogonalizace" +"\">Wikipedia</ulink>." -#: C/genius.xml:6084(term) +#: C/genius.xml:6127(term) msgid "<anchor id=\"gel-function-HankelMatrix\"/>HankelMatrix" msgstr "<anchor id=\"gel-function-HankelMatrix\"/>HankelMatrix" -#: C/genius.xml:6086(synopsis) +#: C/genius.xml:6129(synopsis) #, no-wrap msgid "HankelMatrix (c,r)" msgstr "HankelMatrix (c,r)" -#: C/genius.xml:6087(para) -msgid "Hankel matrix." -msgstr "Hankelova matice." +#: C/genius.xml:6130(para) +msgid "" +"Hankel matrix, a matrix whose skew-diagonals are constant. <varname>c</" +"varname> is the first row and <varname>r</varname> is the last column. It is " +"assumed that both arguments are vectors and the last element of <varname>c</" +"varname> is the same as the first element of <varname>r</varname>." +msgstr "" +"Henkelova matice, což je matice se stejnými vedlejšími diagonálami. " +"<varname>c</varname> je první řádek a <varname>r</varname> je poslední " +"sloupec. Předpokládá se, že oba argumenty budou vektory a poslední prvek " +"<varname>c</varname> bude stejný jako první prvek <varname>r</varname>." + +#: C/genius.xml:6133(para) +msgid "" +"See <ulink url=\"https://en.wikipedia.org/wiki/Hankel_matrix\">Wikipedia</" +"ulink> for more information." +msgstr "" +"Více informací najdete v encyklopedii <ulink url=\"https://en.wikipedia.org/" +"wiki/Hankel_matrix\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:6092(term) +#: C/genius.xml:6141(term) msgid "<anchor id=\"gel-function-HilbertMatrix\"/>HilbertMatrix" msgstr "<anchor id=\"gel-function-HilbertMatrix\"/>HilbertMatrix" -#: C/genius.xml:6094(synopsis) +#: C/genius.xml:6143(synopsis) #, no-wrap msgid "HilbertMatrix (n)" msgstr "HilbertMatrix (n)" -#: C/genius.xml:6095(para) +#: C/genius.xml:6144(para) msgid "Hilbert matrix of order <varname>n</varname>." msgstr "Hilbertova matice řádu <varname>n</varname>." -#: C/genius.xml:6096(para) C/genius.xml:6132(para) +#: C/genius.xml:6145(para) C/genius.xml:6186(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/HilbertMatrix.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Hilbert_matrix\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/HilbertMatrix\">Planetmath</" +"ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/HilbertMatrix.html\">Planetmath</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"https://en.wikipedia." +"org/wiki/Hilbert_matrix\">Wikipedia</ulink> (text je v angličtině) a <ulink " +"url=\"http://planetmath.org/HilbertMatrix\">Planetmath</ulink> (text je v " +"angličtině)." -#: C/genius.xml:6104(term) +#: C/genius.xml:6154(term) msgid "<anchor id=\"gel-function-Image\"/>Image" msgstr "<anchor id=\"gel-function-Image\"/>Image" -#: C/genius.xml:6106(synopsis) +#: C/genius.xml:6156(synopsis) #, no-wrap msgid "Image (T)" msgstr "Image (T)" -#: C/genius.xml:6107(para) +#: C/genius.xml:6157(para) msgid "Get the image (columnspace) of a linear transform." msgstr "Získat obraz (sloupcový prostor) lineární transformace." -#: C/genius.xml:6112(term) +#: C/genius.xml:6166(term) msgid "<anchor id=\"gel-function-InfNorm\"/>InfNorm" msgstr "<anchor id=\"gel-function-InfNorm\"/>InfNorm" -#: C/genius.xml:6114(synopsis) +#: C/genius.xml:6168(synopsis) #, no-wrap msgid "InfNorm (v)" msgstr "InfNorm (v)" -#: C/genius.xml:6115(para) +#: C/genius.xml:6169(para) msgid "" "Get the Inf Norm of a vector, sometimes called the sup norm or the max norm." msgstr "" "Získat k vektoru normu typu nekonečno, někdy také nazývanou maximální norma." -#: C/genius.xml:6120(term) +#: C/genius.xml:6174(term) msgid "" "<anchor id=\"gel-function-InvariantFactorsInteger\"/>InvariantFactorsInteger" msgstr "" "<anchor id=\"gel-function-InvariantFactorsInteger\"/>InvariantFactorsInteger" -#: C/genius.xml:6122(synopsis) +#: C/genius.xml:6176(synopsis) #, no-wrap msgid "InvariantFactorsInteger (M)" msgstr "InvariantFactorsInteger (M)" -#: C/genius.xml:6123(para) -msgid "" -"Get the invariant factors of a square integer matrix (not its " -"characteristic)." -msgstr "" -"Získat invariantní činitele čtvercové celočíselné matice (ne její " -"charakteristiku)." +#: C/genius.xml:6177(para) +msgid "Get the invariant factors of a square integer matrix." +msgstr "Získat invariantní činitele čtvercové celočíselné matice." -#: C/genius.xml:6128(term) +#: C/genius.xml:6182(term) msgid "<anchor id=\"gel-function-InverseHilbertMatrix\"/>InverseHilbertMatrix" msgstr "<anchor id=\"gel-function-InverseHilbertMatrix\"/>InverseHilbertMatrix" -#: C/genius.xml:6130(synopsis) +#: C/genius.xml:6184(synopsis) #, no-wrap msgid "InverseHilbertMatrix (n)" msgstr "InverseHilbertMatrix (n)" -#: C/genius.xml:6131(para) +#: C/genius.xml:6185(para) msgid "Inverse Hilbert matrix of order <varname>n</varname>." msgstr "Inverzní Hilbertova matice řádu <varname>n</varname>." -#: C/genius.xml:6140(term) +#: C/genius.xml:6195(term) msgid "<anchor id=\"gel-function-IsHermitian\"/>IsHermitian" msgstr "<anchor id=\"gel-function-IsHermitian\"/>IsHermitian" -#: C/genius.xml:6142(synopsis) +#: C/genius.xml:6197(synopsis) #, no-wrap msgid "IsHermitian (M)" msgstr "IsHermitian (M)" -#: C/genius.xml:6143(para) +#: C/genius.xml:6198(para) msgid "Is a matrix Hermitian. That is, is it equal to its conjugate transpose." msgstr "Je matice hermitovská? Tj. zda je rovna své konjugované transpozici." -#: C/genius.xml:6144(para) +#: C/genius.xml:6199(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/HermitianMatrix.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Hermitian_matrix\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/HermitianMatrix\">Planetmath</" +"ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/HermitianMatrix.html\">Planetmath</ulink> (text je v " -"angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" +"HermitianMatrix\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"https://en.wikipedia.org/wiki/Hermitian_matrix\">Wikipedia</ulink> (text " +"je v angličtině)." -#: C/genius.xml:6152(term) +#: C/genius.xml:6208(term) msgid "<anchor id=\"gel-function-IsInSubspace\"/>IsInSubspace" msgstr "<anchor id=\"gel-function-IsInSubspace\"/>IsInSubspace" -#: C/genius.xml:6154(synopsis) +#: C/genius.xml:6210(synopsis) #, no-wrap msgid "IsInSubspace (v,W)" msgstr "IsInSubspace (v,W)" -#: C/genius.xml:6155(para) +#: C/genius.xml:6211(para) msgid "Test if a vector is in a subspace." msgstr "Zjistit, zda je vektor v podprostoru." -#: C/genius.xml:6160(term) +#: C/genius.xml:6216(term) msgid "<anchor id=\"gel-function-IsInvertible\"/>IsInvertible" msgstr "<anchor id=\"gel-function-IsInvertible\"/>IsInvertible" -#: C/genius.xml:6162(synopsis) +#: C/genius.xml:6218(synopsis) #, no-wrap msgid "IsInvertible (n)" msgstr "IsInvertible (n)" -#: C/genius.xml:6163(para) +#: C/genius.xml:6219(para) msgid "" "Is a matrix (or number) invertible (Integer matrix is invertible if and only " "if it is invertible over the integers)." @@ -10809,29 +10881,29 @@ msgstr "" "Je matice (nebo číslo) invertovatelná (matice celých čísel je " "invertovatelná, když je invertovatelná nad celými čísly)?" -#: C/genius.xml:6168(term) +#: C/genius.xml:6224(term) msgid "<anchor id=\"gel-function-IsInvertibleField\"/>IsInvertibleField" msgstr "<anchor id=\"gel-function-IsInvertibleField\"/>IsInvertibleField" -#: C/genius.xml:6170(synopsis) +#: C/genius.xml:6226(synopsis) #, no-wrap msgid "IsInvertibleField (n)" msgstr "IsInvertibleField (n)" -#: C/genius.xml:6171(para) +#: C/genius.xml:6227(para) msgid "Is a matrix (or number) invertible over a field." msgstr "Je matice (nebo číslo) invertovatelná nad tělesem." -#: C/genius.xml:6176(term) +#: C/genius.xml:6232(term) msgid "<anchor id=\"gel-function-IsNormal\"/>IsNormal" msgstr "<anchor id=\"gel-function-IsNormal\"/>IsNormal" -#: C/genius.xml:6178(synopsis) +#: C/genius.xml:6234(synopsis) #, no-wrap msgid "IsNormal (M)" msgstr "IsNormal (M)" -#: C/genius.xml:6179(para) +#: C/genius.xml:6235(para) msgid "" "Is <varname>M</varname> a normal matrix. That is, does <userinput>M*M' == " "M'*M</userinput>." @@ -10839,27 +10911,27 @@ msgstr "" "Je <varname>M</varname> normální matice. To jest, zda <userinput>M*M' == " "M'*M</userinput>." -#: C/genius.xml:6181(para) +#: C/genius.xml:6237(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/NormalMatrix.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"NormalMatrix.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/NormalMatrix\">Planetmath</ulink> or " +"<ulink url=\"http://mathworld.wolfram.com/NormalMatrix.html\">Mathworld</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/NormalMatrix.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://mathworld.wolfram.com/NormalMatrix.html" -"\">Mathworld</ulink> (text je v angličtině)." +"NormalMatrix\">Planetmath</ulink> (text je v angličtině) nebo <ulink url=" +"\"http://mathworld.wolfram.com/NormalMatrix.html\">Mathworld</ulink> (text " +"je v angličtině)." -#: C/genius.xml:6190(term) +#: C/genius.xml:6246(term) msgid "<anchor id=\"gel-function-IsPositiveDefinite\"/>IsPositiveDefinite" msgstr "<anchor id=\"gel-function-IsPositiveDefinite\"/>IsPositiveDefinite" -#: C/genius.xml:6192(synopsis) +#: C/genius.xml:6248(synopsis) #, no-wrap msgid "IsPositiveDefinite (M)" msgstr "IsPositiveDefinite (M)" -#: C/genius.xml:6193(para) +#: C/genius.xml:6249(para) msgid "" "Is <varname>M</varname> a Hermitian positive definite matrix. That is if " "<userinput>HermitianProduct(M*v,v)</userinput> is always strictly positive " @@ -10876,7 +10948,7 @@ msgstr "" "determinant. (Viz <link linkend=\"gel-function-HermitianProduct" "\">HermitianProduct</link>)" -#: C/genius.xml:6200(para) +#: C/genius.xml:6256(para) msgid "" "Note that some authors (for example Mathworld) do not require that " "<varname>M</varname> be Hermitian, and then the condition is on the real " @@ -10890,31 +10962,31 @@ msgstr "" "provést, jednoduše zkontrolujte hermitovskou část matice <varname>M</" "varname> takto: <userinput>IsPositiveDefinite(M+M')</userinput>." -#: C/genius.xml:6208(para) +#: C/genius.xml:6264(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/PositiveDefinite.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"See <ulink url=\"https://en.wikipedia.org/wiki/Positive-definite_matrix" +"\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/PositiveDefinite" +"\">Planetmath</ulink>, or <ulink url=\"http://mathworld.wolfram.com/" "PositiveDefiniteMatrix.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/PositiveDefinite.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/" -"PositiveDefiniteMatrix.html\">Mathworld</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Pozitivn%C4%9B_definitn" -"%C3%AD_matice\">Wikipedia</ulink>." +"PositiveDefinite\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/PositiveDefiniteMatrix.html\">Mathworld</" +"ulink> (text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/" +"Pozitivn%C4%9B_definitn%C3%AD_matice\">Wikipedia</ulink>." -#: C/genius.xml:6217(term) +#: C/genius.xml:6274(term) msgid "" "<anchor id=\"gel-function-IsPositiveSemidefinite\"/>IsPositiveSemidefinite" msgstr "" "<anchor id=\"gel-function-IsPositiveSemidefinite\"/>IsPositiveSemidefinite" -#: C/genius.xml:6219(synopsis) +#: C/genius.xml:6276(synopsis) #, no-wrap msgid "IsPositiveSemidefinite (M)" msgstr "IsPositiveSemidefinite (M)" -#: C/genius.xml:6220(para) +#: C/genius.xml:6277(para) msgid "" "Is <varname>M</varname> a Hermitian positive semidefinite matrix. That is if " "<userinput>HermitianProduct(M*v,v)</userinput> is always non-negative for " @@ -10931,7 +11003,7 @@ msgstr "" "nezáporný determinant. (Viz <link linkend=\"gel-function-HermitianProduct" "\">HermitianProduct</link>)" -#: C/genius.xml:6227(para) +#: C/genius.xml:6284(para) msgid "" "Note that some authors do not require that <varname>M</varname> be " "Hermitian, and then the condition is on the real part of the inner product, " @@ -10945,27 +11017,27 @@ msgstr "" "provést, jednoduše zkontrolujte hermitovskou část matice <varname>M</" "varname> takto: <userinput>IsPositiveSemidefinite(M+M')</userinput>." -#: C/genius.xml:6235(para) +#: C/genius.xml:6292(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/PositiveSemidefinite.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"See <ulink url=\"http://planetmath.org/PositiveSemidefinite\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/" "PositiveSemidefiniteMatrix.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/PositiveSemidefinite.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/" -"PositiveSemidefiniteMatrix.html\">Mathworld</ulink> (text je v angličtině)." +"PositiveSemidefinite\">Planetmath</ulink> (text je v angličtině) nebo <ulink " +"url=\"http://mathworld.wolfram.com/PositiveSemidefiniteMatrix.html" +"\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:6244(term) +#: C/genius.xml:6301(term) msgid "<anchor id=\"gel-function-IsSkewHermitian\"/>IsSkewHermitian" msgstr "<anchor id=\"gel-function-IsSkewHermitian\"/>IsSkewHermitian" -#: C/genius.xml:6246(synopsis) +#: C/genius.xml:6303(synopsis) #, no-wrap msgid "IsSkewHermitian (M)" msgstr "IsSkewHermitian (M)" -#: C/genius.xml:6247(para) +#: C/genius.xml:6304(para) msgid "" "Is a matrix skew-Hermitian. That is, is the conjugate transpose equal to " "negative of the matrix." @@ -10973,25 +11045,24 @@ msgstr "" "Je matice antihermitovská? To znamená, zda je konjugovaná transpozice rovna " "negativní matici." -#: C/genius.xml:6248(para) +#: C/genius.xml:6305(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/SkewHermitianMatrix.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/SkewHermitianMatrix\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/SkewHermitianMatrix.html\">Planetmath</ulink> (text je v " -"angličtině)." +"SkewHermitianMatrix\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6256(term) +#: C/genius.xml:6313(term) msgid "<anchor id=\"gel-function-IsUnitary\"/>IsUnitary" msgstr "<anchor id=\"gel-function-IsUnitary\"/>IsUnitary" -#: C/genius.xml:6258(synopsis) +#: C/genius.xml:6315(synopsis) #, no-wrap msgid "IsUnitary (M)" msgstr "IsUnitary (M)" -#: C/genius.xml:6259(para) +#: C/genius.xml:6316(para) msgid "" "Is a matrix unitary? That is, does <userinput>M'*M</userinput> and " "<userinput>M*M'</userinput> equal the identity." @@ -10999,32 +11070,32 @@ msgstr "" "Je matice unitární? To je, zda <userinput>M'*M</userinput> a " "<userinput>M*M'</userinput> dají stejnou jednotkovou matici." -#: C/genius.xml:6262(para) +#: C/genius.xml:6319(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/UnitaryTransformation." -"html\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"UnitaryMatrix.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/UnitaryTransformation\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/UnitaryMatrix.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/UnitaryTransformation.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/UnitaryMatrix.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Unit%C3%A1rn%C3%AD_matice\">Wikipedia</ulink>." +"UnitaryTransformation\">Planetmath</ulink> (text je v angličtině), <ulink " +"url=\"http://mathworld.wolfram.com/UnitaryMatrix.html\">Mathworld</ulink> " +"(text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Unit" +"%C3%A1rn%C3%AD_matice\">Wikipedia</ulink>." -#: C/genius.xml:6271(term) +#: C/genius.xml:6328(term) msgid "<anchor id=\"gel-function-JordanBlock\"/>JordanBlock" msgstr "<anchor id=\"gel-function-JordanBlock\"/>JordanBlock" -#: C/genius.xml:6273(synopsis) +#: C/genius.xml:6330(synopsis) #, no-wrap msgid "JordanBlock (n,lambda)" msgstr "JordanBlock (n,lambda)" -#: C/genius.xml:6274(para) +#: C/genius.xml:6331(para) msgid "Aliases: <function>J</function>" msgstr "Alternativní názvy: <function>J</function>" -#: C/genius.xml:6275(para) +#: C/genius.xml:6332(para) msgid "" "Get the Jordan block corresponding to the eigenvalue <varname>lambda</" "varname> with multiplicity <varname>n</varname>." @@ -11032,83 +11103,82 @@ msgstr "" "Získat Jordanův blok odpovídající vlastnímu číslu <varname>lambda</varname> " "s násobností <varname>n</varname>." -#: C/genius.xml:6278(para) +#: C/genius.xml:6335(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/" -"JordanCanonicalFormTheorem.html\">Planetmath</ulink> or <ulink url=\"http://" -"mathworld.wolfram.com/JordanBlock.html\">Mathworld</ulink> for more " -"information." +"See <ulink url=\"http://planetmath.org/JordanCanonicalFormTheorem" +"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"JordanBlock.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/JordanCanonicalFormTheorem.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/JordanBlock.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Jordanova_norm%C3%A1ln%C3%AD_forma\">Wikipedia</ulink>." +"JordanCanonicalFormTheorem\">Planetmath</ulink> (text je v angličtině), " +"<ulink url=\"http://mathworld.wolfram.com/JordanBlock.html\">Mathworld</" +"ulink> (text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"Jordanova_norm%C3%A1ln%C3%AD_forma\">Wikipedia</ulink>." -#: C/genius.xml:6287(term) +#: C/genius.xml:6344(term) msgid "<anchor id=\"gel-function-Kernel\"/>Kernel" msgstr "<anchor id=\"gel-function-Kernel\"/>Kernel" -#: C/genius.xml:6289(synopsis) +#: C/genius.xml:6346(synopsis) #, no-wrap msgid "Kernel (T)" msgstr "Kernel (T)" -#: C/genius.xml:6290(para) +#: C/genius.xml:6347(para) msgid "Get the kernel (nullspace) of a linear transform." msgstr "Získat jádro (nulový prostor) lineární transformace." -#: C/genius.xml:6291(para) +#: C/genius.xml:6348(para) msgid "(See <link linkend=\"gel-function-NullSpace\">NullSpace</link>)" msgstr "(Viz <link linkend=\"gel-function-NullSpace\">NullSpace</link>)" -#: C/genius.xml:6298(term) +#: C/genius.xml:6355(term) msgid "<anchor id=\"gel-function-KroneckerProduct\"/>KroneckerProduct" msgstr "<anchor id=\"gel-function-KroneckerProduct\"/>KroneckerProduct" -#: C/genius.xml:6300(synopsis) +#: C/genius.xml:6357(synopsis) #, no-wrap msgid "KroneckerProduct (M, N)" msgstr "KroneckerProduct (M, N)" -#: C/genius.xml:6301(para) +#: C/genius.xml:6358(para) msgid "Aliases: <function>TensorProduct</function>" msgstr "Alternativní názvy: <function>TensorProduct</function>" -#: C/genius.xml:6302(para) +#: C/genius.xml:6359(para) msgid "" "Compute the Kronecker product (tensor product in standard basis) of two " "matrices." msgstr "" "Spočítat Kroneckerův součin (tenzorový součin ve standardní bázi) dvou matic." -#: C/genius.xml:6306(para) +#: C/genius.xml:6363(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Kronecker_product\">Wikipedia</" -"ulink>, <ulink url=\"http://planetmath.org/encyclopedia/KroneckerProduct.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"KroneckerProduct.html\">Mathworld</ulink> for more information." +"ulink>, <ulink url=\"http://planetmath.org/KroneckerProduct\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/KroneckerProduct.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" "wiki/Kronecker_product\">Wikipedia</ulink> (text je v angličtině), <ulink " -"url=\"http://planetmath.org/encyclopedia/KroneckerProduct.html\">Planetmath</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/" -"KroneckerProduct.html\">Mathworld</ulink> (text je v angličtině)." +"url=\"http://planetmath.org/KroneckerProduct\">Planetmath</ulink> (text je v " +"angličtině) a <ulink url=\"http://mathworld.wolfram.com/KroneckerProduct.html" +"\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:6318(term) +#: C/genius.xml:6375(term) msgid "<anchor id=\"gel-function-LUDecomposition\"/>LUDecomposition" msgstr "<anchor id=\"gel-function-LUDecomposition\"/>LUDecomposition" -#: C/genius.xml:6320(synopsis) +#: C/genius.xml:6377(synopsis) #, no-wrap msgid "LUDecomposition (A, L, U)" msgstr "LUDecomposition (A, L, U)" -#: C/genius.xml:6321(para) +#: C/genius.xml:6378(para) msgid "" "Get the LU decomposition of <varname>A</varname>, that is find a lower " "triangular matrix and upper triangular matrix whose product is <varname>A</" -"varname> Store the result in the <varname>L</varname> and <varname>U</" +"varname>. Store the result in the <varname>L</varname> and <varname>U</" "varname>, which should be references. It returns <constant>true</constant> " "if successful. For example suppose that A is a square matrix, then after " "running: <screen><prompt>genius></prompt> <userinput>LUDecomposition(A," @@ -11127,7 +11197,7 @@ msgstr "" "</screen> budete mít dolní matici uloženou v proměnné s názvem <varname>L</" "varname> a horní matici v proměnné s názvem <varname>U</varname>." -#: C/genius.xml:6335(para) +#: C/genius.xml:6392(para) msgid "" "This is the LU decomposition of a matrix aka Crout and/or Cholesky " "reduction. (ISBN 0-201-11577-8 pp.99-103) The upper triangular matrix " @@ -11139,7 +11209,7 @@ msgstr "" "diagonálu hodnot 1. Nejedná se o Doolittlovu metodu, která zahrnuje " "diagonálu jedniček do dolní matice." -#: C/genius.xml:6343(para) +#: C/genius.xml:6400(para) msgid "" "Not all matrices have LU decompositions, for example <userinput>[0,1;1,0]</" "userinput> does not and this function returns <constant>false</constant> in " @@ -11151,83 +11221,82 @@ msgstr "" "constant> a nastaví <varname>L</varname> a <varname>U</varname> na " "<constant>null</constant>." -#: C/genius.xml:6349(para) +#: C/genius.xml:6406(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/LU_decomposition\">Wikipedia</" -"ulink>, <ulink url=\"http://planetmath.org/encyclopedia/LUDecomposition.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"LUDecomposition.html\">Mathworld</ulink> for more information." +"ulink>, <ulink url=\"http://planetmath.org/LUDecomposition\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/LUDecomposition.html" +"\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" -"wiki/LU_decomposition\">Wikipedia</ulink> (text je v angličtině), <ulink url=" -"\"http://planetmath.org/encyclopedia/LUDecomposition.html\">Planetmath</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/" -"LUDecomposition.html\">Mathworld</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" +"LUDecomposition\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/LUDecomposition.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/" +"LU_rozklad\">Wikipedia</ulink>." -#: C/genius.xml:6359(term) +#: C/genius.xml:6416(term) msgid "<anchor id=\"gel-function-Minor\"/>Minor" msgstr "<anchor id=\"gel-function-Minor\"/>Minor" -#: C/genius.xml:6361(synopsis) +#: C/genius.xml:6418(synopsis) #, no-wrap msgid "Minor (M,i,j)" msgstr "Minor (M,i,j)" -#: C/genius.xml:6362(para) +#: C/genius.xml:6419(para) msgid "Get the <varname>i</varname>-<varname>j</varname> minor of a matrix." msgstr "" "Získat subdeterminant (též minor) <varname>i</varname>-<varname>j</varname> " "matice." -#: C/genius.xml:6363(para) +#: C/genius.xml:6420(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Minor.html\">Planetmath</" -"ulink> for more information." +"See <ulink url=\"http://planetmath.org/Minor\">Planetmath</ulink> for more " +"information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Minor.html\">Planetmath</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Subdeterminant\">Wikipedia</ulink>." +"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" +"Minor\">Planetmath</ulink>." -#: C/genius.xml:6371(term) +#: C/genius.xml:6428(term) msgid "<anchor id=\"gel-function-NonPivotColumns\"/>NonPivotColumns" msgstr "<anchor id=\"gel-function-NonPivotColumns\"/>NonPivotColumns" -#: C/genius.xml:6373(synopsis) +#: C/genius.xml:6430(synopsis) #, no-wrap msgid "NonPivotColumns (M)" msgstr "NonPivotColumns (M)" -#: C/genius.xml:6374(para) +#: C/genius.xml:6431(para) msgid "Return the columns that are not the pivot columns of a matrix." msgstr "Vrátit sloupce matice, které nemají pivot." -#: C/genius.xml:6379(term) +#: C/genius.xml:6436(term) msgid "<anchor id=\"gel-function-Norm\"/>Norm" msgstr "<anchor id=\"gel-function-Norm\"/>Norm" -#: C/genius.xml:6381(synopsis) +#: C/genius.xml:6438(synopsis) #, no-wrap msgid "Norm (v,p...)" msgstr "Norm (v,p...)" -#: C/genius.xml:6382(para) +#: C/genius.xml:6439(para) msgid "Aliases: <function>norm</function>" msgstr "Alternativní názvy: <function>norm</function>" -#: C/genius.xml:6383(para) +#: C/genius.xml:6440(para) msgid "Get the p Norm (or 2 Norm if no p is supplied) of a vector." msgstr "Získat normu typu p (nebo typu 2, pokud není zadáno p) vektoru." -#: C/genius.xml:6388(term) +#: C/genius.xml:6445(term) msgid "<anchor id=\"gel-function-NullSpace\"/>NullSpace" msgstr "<anchor id=\"gel-function-NullSpace\"/>NullSpace" -#: C/genius.xml:6390(synopsis) +#: C/genius.xml:6447(synopsis) #, no-wrap msgid "NullSpace (T)" msgstr "NullSpace (T)" -#: C/genius.xml:6391(para) +#: C/genius.xml:6448(para) msgid "" "Get the nullspace of a matrix. That is the kernel of the linear mapping that " "the matrix represents. This is returned as a matrix whose column space is " @@ -11237,28 +11306,28 @@ msgstr "" "představuje. Výsledek se vrací v podobě matice, jejíž sloupcový prostor je " "nulovým prostorem z <varname>T</varname>." -#: C/genius.xml:6395(para) +#: C/genius.xml:6452(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Nullspace.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/Nullspace\">Planetmath</ulink> for " +"more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/Nullspace.html\">Planetmath</ulink> (text je v angličtině)." +"Nullspace\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6403(term) +#: C/genius.xml:6460(term) msgid "<anchor id=\"gel-function-Nullity\"/>Nullity" msgstr "<anchor id=\"gel-function-Nullity\"/>Nullity" -#: C/genius.xml:6405(synopsis) +#: C/genius.xml:6462(synopsis) #, no-wrap msgid "Nullity (M)" msgstr "Nullity (M)" -#: C/genius.xml:6406(para) +#: C/genius.xml:6463(para) msgid "Aliases: <function>nullity</function>" msgstr "Alternativní názvy: <function>nullity</function>" -#: C/genius.xml:6407(para) +#: C/genius.xml:6464(para) msgid "" "Get the nullity of a matrix. That is, return the dimension of the nullspace; " "the dimension of the kernel of <varname>M</varname>." @@ -11266,37 +11335,37 @@ msgstr "" "Získat nulovost matice. Tzn. vrátit rozměry nulového prostoru; rozměry jádra " "matice <varname>M</varname>." -#: C/genius.xml:6409(para) +#: C/genius.xml:6466(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Nullity.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/Nullity\">Planetmath</ulink> for more " +"information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/Nullity.html\">Planetmath</ulink> (text je v angličtině)." +"Nullity\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6417(term) +#: C/genius.xml:6474(term) msgid "<anchor id=\"gel-function-OrthogonalComplement\"/>OrthogonalComplement" msgstr "<anchor id=\"gel-function-OrthogonalComplement\"/>OrthogonalComplement" -#: C/genius.xml:6419(synopsis) +#: C/genius.xml:6476(synopsis) #, no-wrap msgid "OrthogonalComplement (M)" msgstr "OrthogonalComplement (M)" -#: C/genius.xml:6420(para) +#: C/genius.xml:6477(para) msgid "Get the orthogonal complement of the columnspace." msgstr "Získat ortogonální doplněk sloupcového prostoru." -#: C/genius.xml:6425(term) +#: C/genius.xml:6482(term) msgid "<anchor id=\"gel-function-PivotColumns\"/>PivotColumns" msgstr "<anchor id=\"gel-function-PivotColumns\"/>PivotColumns" -#: C/genius.xml:6427(synopsis) +#: C/genius.xml:6484(synopsis) #, no-wrap msgid "PivotColumns (M)" msgstr "PivotColumns (M)" -#: C/genius.xml:6428(para) +#: C/genius.xml:6485(para) msgid "" "Return pivot columns of a matrix, that is columns that have a leading 1 in " "row reduced form. Also returns the row where they occur." @@ -11304,16 +11373,16 @@ msgstr "" "Vrátit sloupce matice s pivoty, tzn. sloupce, které mají 1 v řádkově " "redukované podobě. Rovněž vrací řádek, ve kterém se vyskytly." -#: C/genius.xml:6433(term) +#: C/genius.xml:6490(term) msgid "<anchor id=\"gel-function-Projection\"/>Projection" msgstr "<anchor id=\"gel-function-Projection\"/>Projection" -#: C/genius.xml:6435(synopsis) +#: C/genius.xml:6492(synopsis) #, no-wrap msgid "Projection (v,W,B...)" msgstr "Projection (v,W,B...)" -#: C/genius.xml:6436(para) +#: C/genius.xml:6493(para) msgid "" "Projection of vector <varname>v</varname> onto subspace <varname>W</varname> " "with respect to inner product given by <varname>B</varname>. If <varname>B</" @@ -11327,16 +11396,16 @@ msgstr "" "<varname>B</varname> může být buď polybilineární funkce dvou argumentů nebo " "to může být matice v polybilineární formě." -#: C/genius.xml:6446(term) +#: C/genius.xml:6503(term) msgid "<anchor id=\"gel-function-QRDecomposition\"/>QRDecomposition" msgstr "<anchor id=\"gel-function-QRDecomposition\"/>QRDecomposition" -#: C/genius.xml:6448(synopsis) +#: C/genius.xml:6505(synopsis) #, no-wrap msgid "QRDecomposition (A, Q)" msgstr "QRDecomposition (A, Q)" -#: C/genius.xml:6449(para) +#: C/genius.xml:6506(para) msgid "" "Get the QR decomposition of a square matrix <varname>A</varname>, returns " "the upper triangular matrix <varname>R</varname> and sets <varname>Q</" @@ -11358,29 +11427,29 @@ msgstr "" "názvem <varname>R</varname> a ortogonální (unitární) matici v <varname>Q</" "varname>." -#: C/genius.xml:6463(para) +#: C/genius.xml:6520(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/QR_decomposition\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/QRDecomposition." -"html\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"QRDecomposition.html\">Mathworld</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/QRDecomposition\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/QRDecomposition.html" +"\">Mathworld</ulink> for more information." msgstr "" -"Více informací najdete v encyklopediích <ulink url=\"https://cs.wikipedia." -"org/wiki/QR_rozklad\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/" -"encyclopedia/QRDecomposition.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/QRDecomposition." -"html\">Mathworld</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" +"QRDecomposition\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/QRDecomposition.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/" +"QR_rozklad\">Wikipedia</ulink>." -#: C/genius.xml:6473(term) +#: C/genius.xml:6530(term) msgid "<anchor id=\"gel-function-RayleighQuotient\"/>RayleighQuotient" msgstr "<anchor id=\"gel-function-RayleighQuotient\"/>RayleighQuotient" -#: C/genius.xml:6475(synopsis) +#: C/genius.xml:6532(synopsis) #, no-wrap msgid "RayleighQuotient (A,x)" msgstr "RayleighQuotient (A,x)" -#: C/genius.xml:6476(para) +#: C/genius.xml:6533(para) msgid "" "Return the Rayleigh quotient (also called the Rayleigh-Ritz quotient or " "ratio) of a matrix and a vector." @@ -11388,16 +11457,15 @@ msgstr "" "Vrátit Rayleighův podíl (nazývaný také Rayleighův-Ritzův koeficient nebo " "podíl) matice a vektoru." -#: C/genius.xml:6477(para) +#: C/genius.xml:6534(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/RayleighQuotient.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/RayleighQuotient\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/RayleighQuotient.html\">Planetmath</ulink> (text je v " -"angličtině)." +"RayleighQuotient\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6485(term) +#: C/genius.xml:6542(term) msgid "" "<anchor id=\"gel-function-RayleighQuotientIteration\"/" ">RayleighQuotientIteration" @@ -11405,12 +11473,12 @@ msgstr "" "<anchor id=\"gel-function-RayleighQuotientIteration\"/" ">RayleighQuotientIteration" -#: C/genius.xml:6487(synopsis) +#: C/genius.xml:6544(synopsis) #, no-wrap msgid "RayleighQuotientIteration (A,x,epsilon,maxiter,vecref)" msgstr "RayleighQuotientIteration (A,x,epsilon,maxiter,vecref)" -#: C/genius.xml:6488(para) +#: C/genius.xml:6545(para) msgid "" "Find eigenvalues of <varname>A</varname> using the Rayleigh quotient " "iteration method. <varname>x</varname> is a guess at a eigenvector and could " @@ -11430,50 +11498,50 @@ msgstr "" "<varname>vecref</varname> by měl být buď <constant>null</constant> nebo " "odkaz na proměnnou, do které by se měl uložit vlastní vektor." -#: C/genius.xml:6498(para) +#: C/genius.xml:6555(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/RayleighQuotient.html" -"\">Planetmath</ulink> for more information on Rayleigh quotient." +"See <ulink url=\"http://planetmath.org/RayleighQuotient\">Planetmath</ulink> " +"for more information on Rayleigh quotient." msgstr "" "Více informací o Rayleighově podíle najdete v encyklopedii <ulink url=" -"\"http://planetmath.org/encyclopedia/RayleighQuotient.html\">Planetmath</" -"ulink> (text je v angličtině)." +"\"http://planetmath.org/RayleighQuotient\">Planetmath</ulink> (text je v " +"angličtině)." -#: C/genius.xml:6506(term) +#: C/genius.xml:6563(term) msgid "<anchor id=\"gel-function-Rank\"/>Rank" msgstr "<anchor id=\"gel-function-Rank\"/>Rank" -#: C/genius.xml:6508(synopsis) +#: C/genius.xml:6565(synopsis) #, no-wrap msgid "Rank (M)" msgstr "Rank (M)" -#: C/genius.xml:6509(para) +#: C/genius.xml:6566(para) msgid "Aliases: <function>rank</function>" msgstr "Alternativní názvy: <function>rank</function>" -#: C/genius.xml:6510(para) +#: C/genius.xml:6567(para) msgid "Get the rank of a matrix." msgstr "Získat hodnost matice." -#: C/genius.xml:6511(para) +#: C/genius.xml:6568(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/SylvestersLaw.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/SylvestersLaw\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/SylvestersLaw.html\">Planetmath</ulink> (text je v angličtině)." +"SylvestersLaw\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6519(term) +#: C/genius.xml:6576(term) msgid "<anchor id=\"gel-function-RosserMatrix\"/>RosserMatrix" msgstr "<anchor id=\"gel-function-RosserMatrix\"/>RosserMatrix" -#: C/genius.xml:6521(synopsis) +#: C/genius.xml:6578(synopsis) #, no-wrap msgid "RosserMatrix ()" msgstr "RosserMatrix ()" -#: C/genius.xml:6522(para) +#: C/genius.xml:6579(para) msgid "" "Returns the Rosser matrix, which is a classic symmetric eigenvalue test " "problem." @@ -11481,20 +11549,20 @@ msgstr "" "Vrátit Rosserovu matici, která je klasickým symetrickým problémem testu " "vlastního čísla." -#: C/genius.xml:6527(term) +#: C/genius.xml:6584(term) msgid "<anchor id=\"gel-function-Rotation2D\"/>Rotation2D" msgstr "<anchor id=\"gel-function-Rotation2D\"/>Rotation2D" -#: C/genius.xml:6529(synopsis) +#: C/genius.xml:6586(synopsis) #, no-wrap msgid "Rotation2D (angle)" msgstr "Rotation2D (úhel)" -#: C/genius.xml:6530(para) +#: C/genius.xml:6587(para) msgid "Aliases: <function>RotationMatrix</function>" msgstr "Alternativní názvy: <function>RotationMatrix</function>" -#: C/genius.xml:6531(para) +#: C/genius.xml:6588(para) msgid "" "Return the matrix corresponding to rotation around origin in " "R<superscript>2</superscript>." @@ -11502,16 +11570,16 @@ msgstr "" "Vrátit matici odpovídající otočení okolo počátku v R<superscript>2</" "superscript>." -#: C/genius.xml:6536(term) +#: C/genius.xml:6593(term) msgid "<anchor id=\"gel-function-Rotation3DX\"/>Rotation3DX" msgstr "<anchor id=\"gel-function-Rotation3DX\"/>Rotation3DX" -#: C/genius.xml:6538(synopsis) +#: C/genius.xml:6595(synopsis) #, no-wrap msgid "Rotation3DX (angle)" msgstr "Rotation3DX (úhel)" -#: C/genius.xml:6539(para) +#: C/genius.xml:6596(para) msgid "" "Return the matrix corresponding to rotation around origin in " "R<superscript>3</superscript> about the x-axis." @@ -11519,16 +11587,16 @@ msgstr "" "Vrátit matici odpovídající otočení okolo počátku v R<superscript>3</" "superscript> kolem osy x." -#: C/genius.xml:6544(term) +#: C/genius.xml:6601(term) msgid "<anchor id=\"gel-function-Rotation3DY\"/>Rotation3DY" msgstr "<anchor id=\"gel-function-Rotation3DY\"/>Rotation3DY" -#: C/genius.xml:6546(synopsis) +#: C/genius.xml:6603(synopsis) #, no-wrap msgid "Rotation3DY (angle)" msgstr "Rotation3DY (úhel)" -#: C/genius.xml:6547(para) +#: C/genius.xml:6604(para) msgid "" "Return the matrix corresponding to rotation around origin in " "R<superscript>3</superscript> about the y-axis." @@ -11536,16 +11604,16 @@ msgstr "" "Vrátit matici odpovídající otočení okolo počátku v R<superscript>3</" "superscript> kolem osy y." -#: C/genius.xml:6552(term) +#: C/genius.xml:6609(term) msgid "<anchor id=\"gel-function-Rotation3DZ\"/>Rotation3DZ" msgstr "<anchor id=\"gel-function-Rotation3DZ\"/>Rotation3DZ" -#: C/genius.xml:6554(synopsis) +#: C/genius.xml:6611(synopsis) #, no-wrap msgid "Rotation3DZ (angle)" msgstr "Rotation3DZ (úhel)" -#: C/genius.xml:6555(para) +#: C/genius.xml:6612(para) msgid "" "Return the matrix corresponding to rotation around origin in " "R<superscript>3</superscript> about the z-axis." @@ -11553,36 +11621,36 @@ msgstr "" "Vrátit matici odpovídající otočení okolo počátku v R<superscript>3</" "superscript> kolem osy z." -#: C/genius.xml:6560(term) +#: C/genius.xml:6617(term) msgid "<anchor id=\"gel-function-RowSpace\"/>RowSpace" msgstr "<anchor id=\"gel-function-RowSpace\"/>RowSpace" -#: C/genius.xml:6562(synopsis) +#: C/genius.xml:6619(synopsis) #, no-wrap msgid "RowSpace (M)" msgstr "RowSpace (M)" -#: C/genius.xml:6563(para) +#: C/genius.xml:6620(para) msgid "Get a basis matrix for the rowspace of a matrix." msgstr "Získat bázi matice pro prostor řádků matice." -#: C/genius.xml:6568(term) +#: C/genius.xml:6625(term) msgid "<anchor id=\"gel-function-SesquilinearForm\"/>SesquilinearForm" msgstr "<anchor id=\"gel-function-SesquilinearForm\"/>SesquilinearForm" -#: C/genius.xml:6570(synopsis) +#: C/genius.xml:6627(synopsis) #, no-wrap msgid "SesquilinearForm (v,A,w)" msgstr "SesquilinearForm (v,A,w)" -#: C/genius.xml:6571(para) +#: C/genius.xml:6628(para) msgid "" "Evaluate (v,w) with respect to the sesquilinear form given by the matrix A." msgstr "" "Vyhodnotit (v,w) vzhledem k polybilineární formě dané maticí <varname>A</" "varname>." -#: C/genius.xml:6576(term) +#: C/genius.xml:6633(term) msgid "" "<anchor id=\"gel-function-SesquilinearFormFunction\"/" ">SesquilinearFormFunction" @@ -11590,12 +11658,12 @@ msgstr "" "<anchor id=\"gel-function-SesquilinearFormFunction\"/" ">SesquilinearFormFunction" -#: C/genius.xml:6578(synopsis) +#: C/genius.xml:6635(synopsis) #, no-wrap msgid "SesquilinearFormFunction (A)" msgstr "SesquilinearFormFunction (A)" -#: C/genius.xml:6579(para) +#: C/genius.xml:6636(para) msgid "" "Return a function that evaluates two vectors with respect to the " "sesquilinear form given by A." @@ -11603,16 +11671,16 @@ msgstr "" "Vrátit funkci vyhodnocující dva vektory vzhledem k polybilineární formě dané " "maticí <varname>A</varname>." -#: C/genius.xml:6584(term) +#: C/genius.xml:6641(term) msgid "<anchor id=\"gel-function-SmithNormalFormField\"/>SmithNormalFormField" msgstr "<anchor id=\"gel-function-SmithNormalFormField\"/>SmithNormalFormField" -#: C/genius.xml:6586(synopsis) +#: C/genius.xml:6643(synopsis) #, no-wrap msgid "SmithNormalFormField (A)" msgstr "SmithNormalFormField (A)" -#: C/genius.xml:6587(para) +#: C/genius.xml:6644(para) msgid "" "Returns the Smith normal form of a matrix over fields (will end up with 1's " "on the diagonal)." @@ -11620,7 +11688,7 @@ msgstr "" "Vrátit Smithův kanonický tvar (normální forma) matice nad poli (bude končit " "s jedničkami na diagonále)." -#: C/genius.xml:6588(para) C/genius.xml:6600(para) +#: C/genius.xml:6645(para) C/genius.xml:6657(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Smith_normal_form\">Wikipedia</" "ulink> for more information." @@ -11628,35 +11696,33 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://en.wikipedia.org/" "wiki/Smith_normal_form\">Wikipedia</ulink> (článek je v angličtině)." -#: C/genius.xml:6596(term) +#: C/genius.xml:6653(term) msgid "" "<anchor id=\"gel-function-SmithNormalFormInteger\"/>SmithNormalFormInteger" msgstr "" "<anchor id=\"gel-function-SmithNormalFormInteger\"/>SmithNormalFormInteger" -#: C/genius.xml:6598(synopsis) +#: C/genius.xml:6655(synopsis) #, no-wrap msgid "SmithNormalFormInteger (M)" msgstr "SmithNormalFormInteger (M)" -#: C/genius.xml:6599(para) -msgid "" -"Return the Smith normal form for square integer matrices over integers (not " -"its characteristic)." +#: C/genius.xml:6656(para) +msgid "Return the Smith normal form for square integer matrices over integers." msgstr "" -"Vrátit Smithův kanonický tvar (normální forma) pro čtvercové celočíselné " -"matice nad celými čísly (ne její charakteristiku)." +"Vrátit Smithův kanonický tvar (normální formu) pro čtvercové celočíselné " +"matice nad celými čísly." -#: C/genius.xml:6608(term) +#: C/genius.xml:6665(term) msgid "<anchor id=\"gel-function-SolveLinearSystem\"/>SolveLinearSystem" msgstr "<anchor id=\"gel-function-SolveLinearSystem\"/>SolveLinearSystem" -#: C/genius.xml:6610(synopsis) +#: C/genius.xml:6667(synopsis) #, no-wrap msgid "SolveLinearSystem (M,V,args...)" msgstr "SolveLinearSystem (M,V,argumenty...)" -#: C/genius.xml:6611(para) +#: C/genius.xml:6668(para) msgid "" "Solve linear system Mx=V, return solution V if there is a unique solution, " "<constant>null</constant> otherwise. Extra two reference parameters can " @@ -11666,16 +11732,16 @@ msgstr "" "řešení, jinak vrátit <constant>null</constant>. Je možné použít dva " "dodatečné parametry předávané odkazem, ve kterých získáte redukované M a V." -#: C/genius.xml:6616(term) +#: C/genius.xml:6673(term) msgid "<anchor id=\"gel-function-ToeplitzMatrix\"/>ToeplitzMatrix" msgstr "<anchor id=\"gel-function-ToeplitzMatrix\"/>ToeplitzMatrix" -#: C/genius.xml:6618(synopsis) +#: C/genius.xml:6675(synopsis) #, no-wrap msgid "ToeplitzMatrix (c, r...)" msgstr "ToeplitzMatrix (s, r...)" -#: C/genius.xml:6619(para) +#: C/genius.xml:6676(para) msgid "" "Return the Toeplitz matrix constructed given the first column c and " "(optionally) the first row r. If only the column c is given then it is " @@ -11688,58 +11754,57 @@ msgstr "" "konjugovaná a nekonjugovaná verze, aby se získala hermitovská matice " "(samozřejmě za předpokladu, že je první prvek reálný)." -#: C/genius.xml:6623(para) +#: C/genius.xml:6680(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Toeplitz_matrix\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/ToeplitzMatrix.html" -"\">Planetmath</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/ToeplitzMatrix\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" -"wiki/Toeplitz_matrix\">Wikipedia</ulink> (text je v angličtině) nebo <ulink " -"url=\"http://planetmath.org/encyclopedia/ToeplitzMatrix.html\">Planetmath</" -"ulink> (text je v angličtině)." +"wiki/Toeplitz_matrix\">Wikipedia</ulink> (text je v angličtině) a <ulink url=" +"\"http://planetmath.org/ToeplitzMatrix\">Planetmath</ulink> (text je v " +"angličtině)." -#: C/genius.xml:6632(term) +#: C/genius.xml:6689(term) msgid "<anchor id=\"gel-function-Trace\"/>Trace" msgstr "<anchor id=\"gel-function-Trace\"/>Trace" -#: C/genius.xml:6634(synopsis) +#: C/genius.xml:6691(synopsis) #, no-wrap msgid "Trace (M)" msgstr "Trace (M)" -#: C/genius.xml:6635(para) +#: C/genius.xml:6692(para) msgid "Aliases: <function>trace</function>" msgstr "Alternativní názvy: <function>trace</function>" -#: C/genius.xml:6636(para) +#: C/genius.xml:6693(para) msgid "" "Calculate the trace of a matrix. That is the sum of the diagonal elements." msgstr "" "Spočítat stopu matice. Jedná se o součet prvků na hlavní diagonále čtvercové " "matice." -#: C/genius.xml:6637(para) +#: C/genius.xml:6694(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/" "Trace_(linear_algebra)\">Wikipedia</ulink> or <ulink url=\"http://planetmath." -"org/encyclopedia/Trace.html\">Planetmath</ulink> for more information." +"org/Trace\">Planetmath</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://cs.wikipedia.org/" -"wiki/Stopa_%28algebra%29\">Wikipedia</ulink> nebo <ulink url=\"http://" -"planetmath.org/encyclopedia/Trace.html\">Planetmath</ulink> (text je v " -"angličtině)." +"wiki/Stopa_%28algebra%29\">Wikipedia</ulink> a <ulink url=\"http://" +"planetmath.org/Trace\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6646(term) +#: C/genius.xml:6703(term) msgid "<anchor id=\"gel-function-Transpose\"/>Transpose" msgstr "<anchor id=\"gel-function-Transpose\"/>Transpose" -#: C/genius.xml:6648(synopsis) +#: C/genius.xml:6705(synopsis) #, no-wrap msgid "Transpose (M)" msgstr "Transpose (M)" -#: C/genius.xml:6649(para) +#: C/genius.xml:6706(para) msgid "" "Transpose of a matrix. This is the same as the <userinput>.'</userinput> " "operator." @@ -11747,35 +11812,34 @@ msgstr "" "Transponovat matici. Funkčně je to stejné, jako operátor <userinput>.'</" "userinput>." -#: C/genius.xml:6651(para) +#: C/genius.xml:6708(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Transpose\">Wikipedia</ulink> " -"or <ulink url=\"http://planetmath.org/encyclopedia/Transpose.html" -"\">Planetmath</ulink> for more information." +"or <ulink url=\"http://planetmath.org/Transpose\">Planetmath</ulink> for " +"more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://cs.wikipedia.org/" -"wiki/Transpozice_matice\">Wikipedia</ulink> nebo <ulink url=\"http://" -"planetmath.org/encyclopedia/Transpose.html\">Planetmath</ulink> (text je v " -"angličtině)." +"wiki/Transpozice_matice\">Wikipedia</ulink> a <ulink url=\"http://planetmath." +"org/Transpose\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6660(term) +#: C/genius.xml:6717(term) msgid "<anchor id=\"gel-function-VandermondeMatrix\"/>VandermondeMatrix" msgstr "<anchor id=\"gel-function-VandermondeMatrix\"/>VandermondeMatrix" -#: C/genius.xml:6662(synopsis) +#: C/genius.xml:6719(synopsis) #, no-wrap msgid "VandermondeMatrix (v)" msgstr "VandermondeMatrix (v)" -#: C/genius.xml:6663(para) +#: C/genius.xml:6720(para) msgid "Aliases: <function>vander</function>" msgstr "Alternativní názvy: <function>vander</function>" -#: C/genius.xml:6664(para) +#: C/genius.xml:6721(para) msgid "Return the Vandermonde matrix." msgstr "Vrátit Vandermondovu matici." -#: C/genius.xml:6665(para) +#: C/genius.xml:6722(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Vandermonde_matrix" "\">Wikipedia</ulink> for more information." @@ -11783,16 +11847,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Vandermondova_matice\">Wikipedia</ulink>." -#: C/genius.xml:6673(term) +#: C/genius.xml:6730(term) msgid "<anchor id=\"gel-function-VectorAngle\"/>VectorAngle" msgstr "<anchor id=\"gel-function-VectorAngle\"/>VectorAngle" -#: C/genius.xml:6675(synopsis) +#: C/genius.xml:6732(synopsis) #, no-wrap msgid "VectorAngle (v,w,B...)" msgstr "VectorAngle (v,w,B...)" -#: C/genius.xml:6676(para) +#: C/genius.xml:6733(para) msgid "" "The angle of two vectors with respect to inner product given by <varname>B</" "varname>. If <varname>B</varname> is not given then the standard Hermitian " @@ -11804,20 +11868,20 @@ msgstr "" "hermitovský součin. <varname>B</varname> může být buď polybilineární funkce " "dvou argumentů nebo to může být matice v polybilineární formě." -#: C/genius.xml:6685(term) +#: C/genius.xml:6742(term) msgid "<anchor id=\"gel-function-VectorSpaceDirectSum\"/>VectorSpaceDirectSum" msgstr "<anchor id=\"gel-function-VectorSpaceDirectSum\"/>VectorSpaceDirectSum" -#: C/genius.xml:6687(synopsis) +#: C/genius.xml:6744(synopsis) #, no-wrap msgid "VectorSpaceDirectSum (M,N)" msgstr "VectorSpaceDirectSum (M,N)" -#: C/genius.xml:6688(para) +#: C/genius.xml:6745(para) msgid "The direct sum of the vector spaces M and N." msgstr "Přímý součet vektorových prostorů M a N." -#: C/genius.xml:6693(term) +#: C/genius.xml:6750(term) msgid "" "<anchor id=\"gel-function-VectorSubspaceIntersection\"/" ">VectorSubspaceIntersection" @@ -11825,56 +11889,56 @@ msgstr "" "<anchor id=\"gel-function-VectorSubspaceIntersection\"/" ">VectorSubspaceIntersection" -#: C/genius.xml:6695(synopsis) +#: C/genius.xml:6752(synopsis) #, no-wrap msgid "VectorSubspaceIntersection (M,N)" msgstr "VectorSubspaceIntersection (M,N)" -#: C/genius.xml:6696(para) +#: C/genius.xml:6753(para) msgid "Intersection of the subspaces given by M and N." msgstr "Průnik podprostorů daných pomocí M a N" -#: C/genius.xml:6701(term) +#: C/genius.xml:6758(term) msgid "<anchor id=\"gel-function-VectorSubspaceSum\"/>VectorSubspaceSum" msgstr "<anchor id=\"gel-function-VectorSubspaceSum\"/>VectorSubspaceSum" -#: C/genius.xml:6703(synopsis) +#: C/genius.xml:6760(synopsis) #, no-wrap msgid "VectorSubspaceSum (M,N)" msgstr "VectorSubspaceSum (M,N)" -#: C/genius.xml:6704(para) +#: C/genius.xml:6761(para) msgid "" "The sum of the vector spaces M and N, that is {w | w=m+n, m in M, n in N}." msgstr "Součet vektorových prostorů M a N, tj. {w | w=m+n, m in M, n in N}." -#: C/genius.xml:6709(term) +#: C/genius.xml:6766(term) msgid "<anchor id=\"gel-function-adj\"/>adj" msgstr "<anchor id=\"gel-function-adj\"/>adj" -#: C/genius.xml:6711(synopsis) +#: C/genius.xml:6768(synopsis) #, no-wrap msgid "adj (m)" msgstr "adj (m)" -#: C/genius.xml:6712(para) +#: C/genius.xml:6769(para) msgid "Aliases: <function>Adjugate</function>" msgstr "Alternativní názvy: <function>Adjugate</function>" -#: C/genius.xml:6713(para) +#: C/genius.xml:6770(para) msgid "Get the classical adjoint (adjugate) of a matrix." msgstr "Získat adjungovanou (reciproku) matici." -#: C/genius.xml:6718(term) +#: C/genius.xml:6775(term) msgid "<anchor id=\"gel-function-cref\"/>cref" msgstr "<anchor id=\"gel-function-cref\"/>cref" -#: C/genius.xml:6720(synopsis) +#: C/genius.xml:6777(synopsis) #, no-wrap msgid "cref (M)" msgstr "cref (M)" -#: C/genius.xml:6721(para) +#: C/genius.xml:6778(para) msgid "" "Aliases: <function>CREF</function><function>ColumnReducedEchelonForm</" "function>" @@ -11882,54 +11946,53 @@ msgstr "" "Alternativní názvy: <function>CREF</function> " "<function>ColumnReducedEchelonForm</function>" -#: C/genius.xml:6722(para) +#: C/genius.xml:6779(para) msgid "Compute the Column Reduced Echelon Form." msgstr "Spočítat sloupcově odstupňovaný tvar matice." -#: C/genius.xml:6727(term) +#: C/genius.xml:6784(term) msgid "<anchor id=\"gel-function-det\"/>det" msgstr "<anchor id=\"gel-function-det\"/>det" -#: C/genius.xml:6729(synopsis) +#: C/genius.xml:6786(synopsis) #, no-wrap msgid "det (M)" msgstr "det (M)" -#: C/genius.xml:6730(para) +#: C/genius.xml:6787(para) msgid "Aliases: <function>Determinant</function>" msgstr "Alternativní názvy: <function>Determinant</function>" -#: C/genius.xml:6731(para) +#: C/genius.xml:6788(para) msgid "Get the determinant of a matrix." msgstr "Získat determinant matice." -#: C/genius.xml:6732(para) +#: C/genius.xml:6789(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Determinant\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/Determinant2.html" -"\">Planetmath</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/Determinant2\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Determinant2.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Determinant\">Wikipedia</" -"ulink>." +"Determinant2\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Determinant\">Wikipedia</ulink>." -#: C/genius.xml:6741(term) +#: C/genius.xml:6798(term) msgid "<anchor id=\"gel-function-ref\"/>ref" msgstr "<anchor id=\"gel-function-ref\"/>ref" -#: C/genius.xml:6743(synopsis) +#: C/genius.xml:6800(synopsis) #, no-wrap msgid "ref (M)" msgstr "ref (M)" -#: C/genius.xml:6744(para) +#: C/genius.xml:6801(para) msgid "Aliases: <function>REF</function><function>RowEchelonForm</function>" msgstr "" "Alternativní názvy: <function>REF</function> <function>RowEchelonForm</" "function>" -#: C/genius.xml:6745(para) +#: C/genius.xml:6802(para) msgid "" "Get the row echelon form of a matrix. That is, apply gaussian elimination " "but not backaddition to <varname>M</varname>. The pivot rows are divided to " @@ -11939,34 +12002,34 @@ msgstr "" "ale bez zpětného dosazování do <varname>M</varname>. Nenulové řádky jsou " "poděleny, aby všechny pivoty byly 1." -#: C/genius.xml:6748(para) +#: C/genius.xml:6805(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Row_echelon_form\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/RowEchelonForm.html" -"\">Planetmath</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/RowEchelonForm\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" -"wiki/Row_echelon_form\">Wikipedia</ulink> (text je v angličtině) nebo <ulink " -"url=\"http://planetmath.org/encyclopedia/RowEchelonForm.html\">Planetmath</" -"ulink> (text je v angličtině)." +"wiki/Row_echelon_form\">Wikipedia</ulink> (text je v angličtině) a <ulink " +"url=\"http://planetmath.org/RowEchelonForm\">Planetmath</ulink> (text je v " +"angličtině)." -#: C/genius.xml:6757(term) +#: C/genius.xml:6814(term) msgid "<anchor id=\"gel-function-rref\"/>rref" msgstr "<anchor id=\"gel-function-rref\"/>rref" -#: C/genius.xml:6759(synopsis) +#: C/genius.xml:6816(synopsis) #, no-wrap msgid "rref (M)" msgstr "rref (M)" -#: C/genius.xml:6760(para) +#: C/genius.xml:6817(para) msgid "" "Aliases: <function>RREF</function><function>ReducedRowEchelonForm</function>" msgstr "" "Alternativní názvy: <function>RREF</function> " "<function>ReducedRowEchelonForm</function>" -#: C/genius.xml:6761(para) +#: C/genius.xml:6818(para) msgid "" "Get the reduced row echelon form of a matrix. That is, apply gaussian " "elimination together with backaddition to <varname>M</varname>." @@ -11974,54 +12037,54 @@ msgstr "" "Získat redukovaný řádkově odstupňovaný tvar matice. To jest, použít Gaussovu " "eliminaci se zpětným dosazováním do <varname>M</varname>." -#: C/genius.xml:6762(para) +#: C/genius.xml:6819(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Reduced_row_echelon_form" -"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/encyclopedia/" -"ReducedRowEchelonForm.html\">Planetmath</ulink> for more information." +"\">Wikipedia</ulink> or <ulink url=\"http://planetmath.org/" +"ReducedRowEchelonForm\">Planetmath</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://en.wikipedia.org/" -"wiki/Reduced_row_echelon_form\">Wikipedia</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://planetmath.org/encyclopedia/ReducedRowEchelonForm." -"html\">Planetmath</ulink> (text je v angličtině)." +"wiki/Reduced_row_echelon_form\">Wikipedia</ulink> (text je v angličtině) a " +"<ulink url=\"http://planetmath.org/ReducedRowEchelonForm\">Planetmath</" +"ulink> (text je v angličtině)." -#: C/genius.xml:6774(title) +#: C/genius.xml:6831(title) msgid "Combinatorics" msgstr "Kombinatorika" -#: C/genius.xml:6777(term) +#: C/genius.xml:6834(term) msgid "<anchor id=\"gel-function-Catalan\"/>Catalan" msgstr "<anchor id=\"gel-function-Catalan\"/>Catalan" -#: C/genius.xml:6779(synopsis) +#: C/genius.xml:6836(synopsis) #, no-wrap msgid "Catalan (n)" msgstr "Catalan (n)" -#: C/genius.xml:6780(para) +#: C/genius.xml:6837(para) msgid "Get <varname>n</varname>th Catalan number." msgstr "Získat <varname>n</varname>-té Catalanovo číslo." -#: C/genius.xml:6781(para) +#: C/genius.xml:6838(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/CatalanNumbers.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/CatalanNumbers\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/CatalanNumbers.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Catalanova_%C4%8D%C3%ADsla" -"\">Wikipedia</ulink>." +"CatalanNumbers\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Catalanova_%C4%8D%C3%ADsla\">Wikipedia</" +"ulink>." -#: C/genius.xml:6789(term) +#: C/genius.xml:6846(term) msgid "<anchor id=\"gel-function-Combinations\"/>Combinations" msgstr "<anchor id=\"gel-function-Combinations\"/>Combinations" -#: C/genius.xml:6791(synopsis) +#: C/genius.xml:6848(synopsis) #, no-wrap msgid "Combinations (k,n)" msgstr "Combinations (k,n)" -#: C/genius.xml:6792(para) +#: C/genius.xml:6849(para) msgid "" "Get all combinations of k numbers from 1 to n as a vector of vectors. (See " "also <link linkend=\"gel-function-NextCombination\">NextCombination</link>)" @@ -12029,86 +12092,84 @@ msgstr "" "Získat jako vektor vektorů všechny kombinace k-té třídy z prvků 1 až n. (Viz " "také <link linkend=\"gel-function-NextCombination\">NextCombination</link>)" -#: C/genius.xml:6799(term) +#: C/genius.xml:6856(term) msgid "<anchor id=\"gel-function-DoubleFactorial\"/>DoubleFactorial" msgstr "<anchor id=\"gel-function-DoubleFactorial\"/>DoubleFactorial" -#: C/genius.xml:6801(synopsis) +#: C/genius.xml:6858(synopsis) #, no-wrap msgid "DoubleFactorial (n)" msgstr "DoubleFactorial (n)" -#: C/genius.xml:6802(para) +#: C/genius.xml:6859(para) msgid "Double factorial: <userinput>n(n-2)(n-4)...</userinput>" msgstr "Dvojitý faktoriál: <userinput>n(n-2)(n-4)…</userinput>" -#: C/genius.xml:6803(para) +#: C/genius.xml:6860(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/DoubleFactorial.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/DoubleFactorial\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/DoubleFactorial.html\">Planetmath</ulink> (text je v " -"angličtině)." +"DoubleFactorial\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6811(term) +#: C/genius.xml:6868(term) msgid "<anchor id=\"gel-function-Factorial\"/>Factorial" msgstr "<anchor id=\"gel-function-Factorial\"/>Factorial" -#: C/genius.xml:6813(synopsis) +#: C/genius.xml:6870(synopsis) #, no-wrap msgid "Factorial (n)" msgstr "Factorial (n)" -#: C/genius.xml:6814(para) +#: C/genius.xml:6871(para) msgid "Factorial: <userinput>n(n-1)(n-2)...</userinput>" msgstr "Faktoriál: <userinput>n(n-1)(n-2)…</userinput>" -#: C/genius.xml:6815(para) +#: C/genius.xml:6872(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Factorial.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/Factorial\">Planetmath</ulink> for " +"more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Factorial.html\">Planetmath</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Faktori%C3%A1l\">Wikipedia</ulink>." +"Factorial\">Planetmath</ulink> (text je v angličtině) a <ulink url=\"http://" +"cs.wikipedia.org/wiki/Faktori%C3%A1l\">Wikipedia</ulink>." -#: C/genius.xml:6823(term) +#: C/genius.xml:6880(term) msgid "<anchor id=\"gel-function-FallingFactorial\"/>FallingFactorial" msgstr "<anchor id=\"gel-function-FallingFactorial\"/>FallingFactorial" -#: C/genius.xml:6825(synopsis) +#: C/genius.xml:6882(synopsis) #, no-wrap msgid "FallingFactorial (n,k)" msgstr "FallingFactorial (n,k)" -#: C/genius.xml:6826(para) +#: C/genius.xml:6883(para) msgid "Falling factorial: <userinput>(n)_k = n(n-1)...(n-(k-1))</userinput>" msgstr "Klesající faktoriál: <userinput>(n)_k = n(n-1)…(n-(k-1))</userinput>" -#: C/genius.xml:6827(para) +#: C/genius.xml:6884(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/FallingFactorial.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/FallingFactorial\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/FallingFactorial.html\">Planetmath</ulink> (text je v " -"angličtině)." +"FallingFactorial\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:6835(term) +#: C/genius.xml:6892(term) msgid "<anchor id=\"gel-function-Fibonacci\"/>Fibonacci" msgstr "<anchor id=\"gel-function-Fibonacci\"/>Fibonacci" -#: C/genius.xml:6837(synopsis) +#: C/genius.xml:6894(synopsis) #, no-wrap msgid "Fibonacci (x)" msgstr "Fibonacci (x)" -#: C/genius.xml:6838(para) +#: C/genius.xml:6895(para) msgid "Aliases: <function>fib</function>" msgstr "Alternativní názvy: <function>fib</function>" -#: C/genius.xml:6839(para) +#: C/genius.xml:6896(para) msgid "" "Calculate <varname>n</varname>th Fibonacci number. That is the number " "defined recursively by <userinput>Fibonacci(n) = Fibonacci(n-1) + " @@ -12119,29 +12180,29 @@ msgstr "" "rekurzivně jako <userinput>Fibonacci(n) = Fibonacci(n-1) + Fibonacci(n-2)</" "userinput> a <userinput>Fibonacci(1) = Fibonacci(2) = 1</userinput>." -#: C/genius.xml:6846(para) +#: C/genius.xml:6903(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Fibonacci_number\">Wikipedia</" -"ulink> or <ulink url=\"http://planetmath.org/encyclopedia/FibonacciSequence." -"html\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"FibonacciNumber.html\">Mathworld</ulink> for more information." +"ulink> or <ulink url=\"http://planetmath.org/FibonacciSequence\">Planetmath</" +"ulink> or <ulink url=\"http://mathworld.wolfram.com/FibonacciNumber.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/FibonacciSequence.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/FibonacciNumber.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Fibonacciho_posloupnost\">Wikipedia</ulink>." +"FibonacciSequence\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/FibonacciNumber.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/" +"Fibonacciho_posloupnost\">Wikipedia</ulink>." -#: C/genius.xml:6856(term) +#: C/genius.xml:6913(term) msgid "<anchor id=\"gel-function-FrobeniusNumber\"/>FrobeniusNumber" msgstr "<anchor id=\"gel-function-FrobeniusNumber\"/>FrobeniusNumber" -#: C/genius.xml:6858(synopsis) +#: C/genius.xml:6915(synopsis) #, no-wrap msgid "FrobeniusNumber (v,arg...)" msgstr "FrobeniusNumber (v,arg...)" -#: C/genius.xml:6859(para) +#: C/genius.xml:6916(para) msgid "" "Calculate the Frobenius number. That is calculate smallest number that " "cannot be given as a non-negative integer linear combination of a given " @@ -12154,7 +12215,7 @@ msgstr "" "jeden vektor. Všechna zadaná čísla by měla mít největšího společného " "dělitele 1." -#: C/genius.xml:6866(para) +#: C/genius.xml:6923(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/FrobeniusNumber.html" "\">Mathworld</ulink> for more information." @@ -12162,32 +12223,32 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://mathworld.wolfram." "com/FrobeniusNumber.html\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:6874(term) +#: C/genius.xml:6931(term) msgid "<anchor id=\"gel-function-GaloisMatrix\"/>GaloisMatrix" msgstr "<anchor id=\"gel-function-GaloisMatrix\"/>GaloisMatrix" -#: C/genius.xml:6876(synopsis) +#: C/genius.xml:6933(synopsis) #, no-wrap msgid "GaloisMatrix (combining_rule)" msgstr "GaloisMatrix (kombinacni_pravidlo)" -#: C/genius.xml:6877(para) +#: C/genius.xml:6934(para) msgid "" -"Galois matrix given a linear combining rule (a_1*x_+...+a_n*x_n=x_(n+1))." +"Galois matrix given a linear combining rule (a_1*x_1+...+a_n*x_n=x_(n+1))." msgstr "" -"Galoisova matice daná lineárním kombinačním pravidlem (a_1*x_+…+a_n*x_n=x_(n" +"Galoisova matice daná lineárním kombinačním pravidlem (a_1*x_1+…+a_n*x_n=x_(n" "+1))." -#: C/genius.xml:6882(term) +#: C/genius.xml:6939(term) msgid "<anchor id=\"gel-function-GreedyAlgorithm\"/>GreedyAlgorithm" msgstr "<anchor id=\"gel-function-GreedyAlgorithm\"/>GreedyAlgorithm" -#: C/genius.xml:6884(synopsis) +#: C/genius.xml:6941(synopsis) #, no-wrap -msgid "FrobeniusNumber (n,v)" -msgstr "FrobeniusNumber (n,v)" +msgid "GreedyAlgorithm (n,v)" +msgstr "GreedyAlgorithm (n,v)" -#: C/genius.xml:6885(para) +#: C/genius.xml:6942(para) msgid "" "Find the vector <varname>c</varname> of non-negative integers such that " "taking the dot product with <varname>v</varname> is equal to n. If not " @@ -12200,7 +12261,7 @@ msgstr "" "by měl být předán seřazený ve vzestupném pořadí a měl by se skládat z " "nezáporných celých čísel." -#: C/genius.xml:6892(para) +#: C/genius.xml:6949(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/GreedyAlgorithm.html" "\">Mathworld</ulink> for more information." @@ -12210,20 +12271,20 @@ msgstr "" "nebo <ulink url=\"http://cs.wikipedia.org/wiki/Hladov%C3%BD_algoritmus" "\">Wikipedia</ulink>." -#: C/genius.xml:6900(term) +#: C/genius.xml:6957(term) msgid "<anchor id=\"gel-function-HarmonicNumber\"/>HarmonicNumber" msgstr "<anchor id=\"gel-function-HarmonicNumber\"/>HarmonicNumber" -#: C/genius.xml:6902(synopsis) +#: C/genius.xml:6959(synopsis) #, no-wrap msgid "HarmonicNumber (n,r)" msgstr "HarmonicNumber (n,r)" -#: C/genius.xml:6903(para) +#: C/genius.xml:6960(para) msgid "Aliases: <function>HarmonicH</function>" msgstr "Alternativní názvy: <function>HarmonicH</function>" -#: C/genius.xml:6904(para) +#: C/genius.xml:6961(para) msgid "" "Harmonic Number, the <varname>n</varname>th harmonic number of order " "<varname>r</varname>." @@ -12231,16 +12292,16 @@ msgstr "" "Harmonické číslo, <varname>n</varname>-té harmonické číslo řádu <varname>r</" "varname>." -#: C/genius.xml:6909(term) +#: C/genius.xml:6966(term) msgid "<anchor id=\"gel-function-Hofstadter\"/>Hofstadter" msgstr "<anchor id=\"gel-function-Hofstadter\"/>Hofstadter" -#: C/genius.xml:6911(synopsis) +#: C/genius.xml:6968(synopsis) #, no-wrap msgid "Hofstadter (n)" msgstr "Hofstadter (n)" -#: C/genius.xml:6912(para) +#: C/genius.xml:6969(para) msgid "" "Hofstadter's function q(n) defined by q(1)=1, q(2)=1, q(n)=q(n-q(n-1))+q(n-" "q(n-2))." @@ -12248,31 +12309,31 @@ msgstr "" "Hofstadterova funkce q(n) definovaná jako q(1)=1, q(2)=1, q(n)=q(n-" "q(n-1))+q(n-q(n-2))" -#: C/genius.xml:6917(term) +#: C/genius.xml:6974(term) msgid "" "<anchor id=\"gel-function-LinearRecursiveSequence\"/>LinearRecursiveSequence" msgstr "" "<anchor id=\"gel-function-LinearRecursiveSequence\"/>LinearRecursiveSequence" -#: C/genius.xml:6919(synopsis) +#: C/genius.xml:6976(synopsis) #, no-wrap msgid "LinearRecursiveSequence (seed_values,combining_rule,n)" msgstr "LinearRecursiveSequence (pocatecni_hodnoty,kombinacni_pravidlo,n)" -#: C/genius.xml:6920(para) +#: C/genius.xml:6977(para) msgid "Compute linear recursive sequence using Galois stepping." msgstr "Spočítat lineární rekurzivní posloupnost pomocí Galoisova krokování." -#: C/genius.xml:6925(term) +#: C/genius.xml:6982(term) msgid "<anchor id=\"gel-function-Multinomial\"/>Multinomial" msgstr "<anchor id=\"gel-function-Multinomial\"/>Multinomial" -#: C/genius.xml:6927(synopsis) +#: C/genius.xml:6984(synopsis) #, no-wrap msgid "Multinomial (v,arg...)" msgstr "Multinomial (v,arg...)" -#: C/genius.xml:6928(para) +#: C/genius.xml:6985(para) msgid "" "Calculate multinomial coefficients. Takes a vector of <varname>k</varname> " "non-negative integers and computes the multinomial coefficient. This " @@ -12284,12 +12345,12 @@ msgstr "" "koeficientu v homogenním polynomu v <varname>k</varname> proměnných s " "odpovídajícími mocninami." -#: C/genius.xml:6937(programlisting) +#: C/genius.xml:6994(programlisting) #, no-wrap msgid "(a+b+c)! / (a!b!c!)\n" msgstr "(a+b+c)! / (a!b!c!)\n" -#: C/genius.xml:6934(para) +#: C/genius.xml:6991(para) msgid "" "The formula for <userinput>Multinomial(a,b,c)</userinput> can be written as: " "<placeholder-1/> In other words, if we would have only two elements, then " @@ -12303,31 +12364,29 @@ msgstr "" "<userinput>Binomial(a+b,a)</userinput> nebo <userinput>Binomial(a+b,b)</" "userinput>." -#: C/genius.xml:6944(para) +#: C/genius.xml:7001(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/MultinomialTheorem.html" -"\">Planetmath</ulink>, <ulink url=\"http://mathworld.wolfram.com/" -"MultinomialCoefficient.html\">Mathworld</ulink>, or <ulink url=\"http://en." -"wikipedia.org/wiki/Multinomial_theorem\">Wikipedia</ulink> for more " -"information." +"See <ulink url=\"http://en.wikipedia.org/wiki/Multinomial_theorem" +"\">Wikipedia</ulink>, <ulink url=\"http://planetmath.org/MultinomialTheorem" +"\">Planetmath</ulink>, or <ulink url=\"http://mathworld.wolfram.com/" +"MultinomialCoefficient.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/MultinomialTheorem.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/" -"MultinomialCoefficient.html\">Mathworld</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Multinomick%C3%A1_v%C4%9Bta" -"\">Wikipedia</ulink>." +"MultinomialTheorem\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/MultinomialCoefficient.html\">Mathworld</" +"ulink> (text je v angličtině) a <ulink url=\"https://cs.wikipedia.org/wiki/" +"Multinomick%C3%A1_v%C4%9Bta\">Wikipedia</ulink>." -#: C/genius.xml:6954(term) +#: C/genius.xml:7011(term) msgid "<anchor id=\"gel-function-NextCombination\"/>NextCombination" msgstr "<anchor id=\"gel-function-NextCombination\"/>NextCombination" -#: C/genius.xml:6956(synopsis) +#: C/genius.xml:7013(synopsis) #, no-wrap msgid "NextCombination (v,n)" msgstr "NextCombination (v,n)" -#: C/genius.xml:6957(para) +#: C/genius.xml:7014(para) msgid "" "Get combination that would come after v in call to combinations, first " "combination should be <userinput>[1:k]</userinput>. This function is useful " @@ -12339,9 +12398,9 @@ msgstr "" "To je užitečné, pokud máte hodně kombinací, které chcete projít a nechcete " "plýtvat pamětí na uložení všech." -#: C/genius.xml:6962(para) +#: C/genius.xml:7019(para) msgid "" -"For example with Combination you would normally write a loop like: " +"For example with Combinations you would normally write a loop like: " "<screen><userinput>for n in Combinations (4,6) do (\n" " SomeFunction (n)\n" ");</userinput>\n" @@ -12353,7 +12412,7 @@ msgid "" "</screen> See also <link linkend=\"gel-function-Combinations\">Combinations</" "link>." msgstr "" -"S funkcí Combination byste normálně napsali smyčku jako: " +"S funkcí Combinations byste normálně napsali smyčku jako: " "<screen><userinput>for n in Combinations (4,6) do (\n" " NejakaFunkce (n)\n" ");</userinput>\n" @@ -12365,16 +12424,16 @@ msgstr "" "</screen> Viz <link linkend=\"gel-function-Combinations\">Combinations</" "link>." -#: C/genius.xml:6980(term) +#: C/genius.xml:7037(term) msgid "<anchor id=\"gel-function-Pascal\"/>Pascal" msgstr "<anchor id=\"gel-function-Pascal\"/>Pascal" -#: C/genius.xml:6982(synopsis) +#: C/genius.xml:7039(synopsis) #, no-wrap msgid "Pascal (i)" msgstr "Pascal (i)" -#: C/genius.xml:6983(para) +#: C/genius.xml:7040(para) msgid "" "Get the Pascal's triangle as a matrix. This will return an <varname>i</" "varname>+1 by <varname>i</varname>+1 lower diagonal matrix that is the " @@ -12384,26 +12443,26 @@ msgstr "" "matici <varname>i</varname>+1 krát <varname>i</varname>+1, která je " "Pascalovým trojúhelníkem po <varname>i</varname> iteracích." -#: C/genius.xml:6987(para) +#: C/genius.xml:7044(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/PascalsTriangle.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/PascalsTriangle\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/PascalsTriangle.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Pascal%C5%AFv_troj" -"%C3%BAheln%C3%ADk\">Wikipedia</ulink>." +"PascalsTriangle\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Pascal%C5%AFv_troj%C3%BAheln%C3%ADk" +"\">Wikipedia</ulink>." -#: C/genius.xml:6995(term) +#: C/genius.xml:7052(term) msgid "<anchor id=\"gel-function-Permutations\"/>Permutations" msgstr "<anchor id=\"gel-function-Permutations\"/>Permutations" -#: C/genius.xml:6997(synopsis) +#: C/genius.xml:7054(synopsis) #, no-wrap msgid "Permutations (k,n)" msgstr "Permutations (k,n)" -#: C/genius.xml:6998(para) +#: C/genius.xml:7055(para) msgid "" "Get all permutations of <varname>k</varname> numbers from 1 to <varname>n</" "varname> as a vector of vectors." @@ -12412,7 +12471,7 @@ msgstr "" "prvků 1 až <varname>n</varname> prvků, případně permutace pro <varname>k</" "varname>=<varname>n</varname>." -#: C/genius.xml:6999(para) C/genius.xml:7088(para) +#: C/genius.xml:7056(para) C/genius.xml:7145(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/Permutation.html\">Mathworld</" "ulink> or <ulink url=\"http://en.wikipedia.org/wiki/Permutation\">Wikipedia</" @@ -12424,141 +12483,137 @@ msgstr "" "(permutace) a <ulink url=\"http://cs.wikipedia.org/wiki/Variace_" "%28kombinatorika%29\">Wikipedia</ulink> (variace)." -#: C/genius.xml:7008(term) +#: C/genius.xml:7065(term) msgid "<anchor id=\"gel-function-RisingFactorial\"/>RisingFactorial" msgstr "<anchor id=\"gel-function-RisingFactorial\"/>RisingFactorial" -#: C/genius.xml:7010(synopsis) +#: C/genius.xml:7067(synopsis) #, no-wrap msgid "RisingFactorial (n,k)" msgstr "RisingFactorial (n,k)" -#: C/genius.xml:7011(para) +#: C/genius.xml:7068(para) msgid "Aliases: <function>Pochhammer</function>" msgstr "Alternativní názvy: <function>Pochhammer</function>" -#: C/genius.xml:7012(para) +#: C/genius.xml:7069(para) msgid "(Pochhammer) Rising factorial: (n)_k = n(n+1)...(n+(k-1))." msgstr "(Pochhammerův) stoupacící faktoriál: (n)_k = n(n+1)…(n+(k-1))" -#: C/genius.xml:7013(para) +#: C/genius.xml:7070(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/RisingFactorial.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/RisingFactorial\">Planetmath</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/RisingFactorial.html\">Planetmath</ulink> (text je v " -"angličtině)." +"RisingFactorial\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:7021(term) +#: C/genius.xml:7078(term) msgid "<anchor id=\"gel-function-StirlingNumberFirst\"/>StirlingNumberFirst" msgstr "<anchor id=\"gel-function-StirlingNumberFirst\"/>StirlingNumberFirst" -#: C/genius.xml:7023(synopsis) +#: C/genius.xml:7080(synopsis) #, no-wrap msgid "StirlingNumberFirst (n,m)" msgstr "StirlingNumberFirst (n,m)" -#: C/genius.xml:7024(para) +#: C/genius.xml:7081(para) msgid "Aliases: <function>StirlingS1</function>" msgstr "Alternativní názvy: <function>StirlingS1</function>" -#: C/genius.xml:7025(para) +#: C/genius.xml:7082(para) msgid "Stirling number of the first kind." msgstr "Stirlingovo číslo prvního druhu." -#: C/genius.xml:7026(para) +#: C/genius.xml:7083(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/" -"StirlingNumbersOfTheFirstKind.html\">Planetmath</ulink> or <ulink url=" -"\"http://mathworld.wolfram.com/StirlingNumberoftheFirstKind.html" -"\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/StirlingNumbersOfTheFirstKind" +"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"StirlingNumberoftheFirstKind.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/StirlingNumbersOfTheFirstKind.html\">Planetmath</ulink> (text " -"je v angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/" -"StirlingNumberoftheFirstKind.html\">Mathworld</ulink> (text je v angličtině)." +"StirlingNumbersOfTheFirstKind\">Planetmath</ulink> (text je v angličtině) " +"nebo <ulink url=\"http://mathworld.wolfram.com/StirlingNumberoftheFirstKind." +"html\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:7035(term) +#: C/genius.xml:7092(term) msgid "<anchor id=\"gel-function-StirlingNumberSecond\"/>StirlingNumberSecond" msgstr "<anchor id=\"gel-function-StirlingNumberSecond\"/>StirlingNumberSecond" -#: C/genius.xml:7037(synopsis) +#: C/genius.xml:7094(synopsis) #, no-wrap msgid "StirlingNumberSecond (n,m)" msgstr "StirlingNumberSecond (n,m)" -#: C/genius.xml:7038(para) +#: C/genius.xml:7095(para) msgid "Aliases: <function>StirlingS2</function>" msgstr "Alternativní názvy: <function>StirlingS2</function>" -#: C/genius.xml:7039(para) +#: C/genius.xml:7096(para) msgid "Stirling number of the second kind." msgstr "Stirlingovo číslo druhého druhu." -#: C/genius.xml:7040(para) +#: C/genius.xml:7097(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/" -"StirlingNumbersSecondKind.html\">Planetmath</ulink> or <ulink url=\"http://" -"mathworld.wolfram.com/StirlingNumberoftheSecondKind.html\">Mathworld</ulink> " -"for more information." +"See <ulink url=\"http://planetmath.org/StirlingNumbersSecondKind" +"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" +"StirlingNumberoftheSecondKind.html\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/StirlingNumbersSecondKind.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/" -"StirlingNumberoftheSecondKind.html\">Mathworld</ulink> (text je v " -"angličtině)." +"StirlingNumbersSecondKind\">Planetmath</ulink> (text je v angličtině) nebo " +"<ulink url=\"http://mathworld.wolfram.com/StirlingNumberoftheSecondKind.html" +"\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:7049(term) +#: C/genius.xml:7106(term) msgid "<anchor id=\"gel-function-Subfactorial\"/>Subfactorial" msgstr "<anchor id=\"gel-function-Subfactorial\"/>Subfactorial" -#: C/genius.xml:7051(synopsis) +#: C/genius.xml:7108(synopsis) #, no-wrap msgid "Subfactorial (n)" msgstr "Subfactorial (n)" -#: C/genius.xml:7052(para) -msgid "Subfactorial: n! times sum_{k=1}^n (-1)^k/k!." -msgstr "Subfaktoriál: n! krát suma_{k=1}^n (-1)^k/k!" +#: C/genius.xml:7109(para) +msgid "Subfactorial: n! times sum_{k=0}^n (-1)^k/k!." +msgstr "Subfaktoriál: n! krát suma_{k=0}^n (-1)^k/k!" -#: C/genius.xml:7057(term) +#: C/genius.xml:7114(term) msgid "<anchor id=\"gel-function-Triangular\"/>Triangular" msgstr "<anchor id=\"gel-function-Triangular\"/>Triangular" -#: C/genius.xml:7059(synopsis) +#: C/genius.xml:7116(synopsis) #, no-wrap msgid "Triangular (nth)" msgstr "Triangular (n)" -#: C/genius.xml:7060(para) +#: C/genius.xml:7117(para) msgid "Calculate the <varname>n</varname>th triangular number." msgstr "Spočítat <varname>n</varname>-té trojúhelníkové číslo." -#: C/genius.xml:7061(para) +#: C/genius.xml:7118(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/TriangularNumbers.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/TriangularNumbers\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/TriangularNumbers.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Troj%C3%BAheln" -"%C3%ADkov%C3%A9_%C4%8D%C3%ADslo\">Wikipedia</ulink>." +"TriangularNumbers\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Troj%C3%BAheln%C3%ADkov%C3%A9_%C4%8D%C3%ADslo" +"\">Wikipedia</ulink>." -#: C/genius.xml:7069(term) +#: C/genius.xml:7126(term) msgid "<anchor id=\"gel-function-nCr\"/>nCr" msgstr "<anchor id=\"gel-function-nCr\"/>nCr" -#: C/genius.xml:7071(synopsis) +#: C/genius.xml:7128(synopsis) #, no-wrap msgid "nCr (n,r)" msgstr "nCr (n,r)" -#: C/genius.xml:7072(para) +#: C/genius.xml:7129(para) msgid "Aliases: <function>Binomial</function>" msgstr "Alternativní názvy: <function>Binomial</function>" -#: C/genius.xml:7073(para) +#: C/genius.xml:7130(para) msgid "" "Calculate combinations, that is, the binomial coefficient. <varname>n</" "varname> can be any real number." @@ -12566,50 +12621,49 @@ msgstr "" "Spočítat kombinace, tj. kombinační číslo. <varname>n</varname> může být " "libovolné reálné číslo." -#: C/genius.xml:7075(para) +#: C/genius.xml:7132(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/Choose.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/Choose\">Planetmath</ulink> for more " +"information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/Choose.html\">Planetmath</ulink> (text je v angličtině) nebo " -"<ulink url=\"http://cs.wikipedia.org/wiki/Kombina%C4%8Dn%C3%AD_%C4%8D" -"%C3%ADslo\">Wikipedia</ulink>." +"Choose\">Planetmath</ulink> (text je v angličtině) a <ulink url=\"http://cs." +"wikipedia.org/wiki/Kombina%C4%8Dn%C3%AD_%C4%8D%C3%ADslo\">Wikipedia</ulink>." -#: C/genius.xml:7083(term) +#: C/genius.xml:7140(term) msgid "<anchor id=\"gel-function-nPr\"/>nPr" msgstr "<anchor id=\"gel-function-nPr\"/>nPr" -#: C/genius.xml:7085(synopsis) +#: C/genius.xml:7142(synopsis) #, no-wrap msgid "nPr (n,r)" msgstr "nPr (n,k)" -#: C/genius.xml:7086(para) +#: C/genius.xml:7143(para) msgid "" -"Calculate the number of permutations of size <varname>r</varname>of numbers " +"Calculate the number of permutations of size <varname>r</varname> of numbers " "from 1 to <varname>n</varname>." msgstr "" "Spočítat počet variací <varname>k</varname>-té třídy z prvků 1 až " "<varname>n</varname>, respektive počet permutací při <varname>k</varname> " "rovno <varname>n</varname>." -#: C/genius.xml:7100(title) +#: C/genius.xml:7157(title) msgid "Calculus" msgstr "Diferenciální/integrální počet " -#: C/genius.xml:7103(term) +#: C/genius.xml:7160(term) msgid "" "<anchor id=\"gel-function-CompositeSimpsonsRule\"/>CompositeSimpsonsRule" msgstr "" "<anchor id=\"gel-function-CompositeSimpsonsRule\"/>CompositeSimpsonsRule" -#: C/genius.xml:7105(synopsis) +#: C/genius.xml:7162(synopsis) #, no-wrap msgid "CompositeSimpsonsRule (f,a,b,n)" msgstr "CompositeSimpsonsRule (f,a,b,n)" -#: C/genius.xml:7106(para) +#: C/genius.xml:7163(para) msgid "" "Integration of f by Composite Simpson's Rule on the interval [a,b] with n " "subintervals with error of max(f'''')*h^4*(b-a)/180, note that n should be " @@ -12619,15 +12673,15 @@ msgstr "" "podintervaly s chybou podle max(f'''')*h^4*(b-a)/180. Upozorňujeme, že n by " "mělo být sudé." -#: C/genius.xml:7107(para) C/genius.xml:7119(para) +#: C/genius.xml:7164(para) C/genius.xml:7176(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/SimpsonsRule.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/SimpsonsRule\">Planetmath</ulink> for " +"more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/SimpsonsRule.html\">Planetmath</ulink> (text je v angličtině)." +"SimpsonsRule\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:7115(term) +#: C/genius.xml:7172(term) msgid "" "<anchor id=\"gel-function-CompositeSimpsonsRuleTolerance\"/" ">CompositeSimpsonsRuleTolerance" @@ -12635,12 +12689,12 @@ msgstr "" "<anchor id=\"gel-function-CompositeSimpsonsRuleTolerance\"/" ">CompositeSimpsonsRuleTolerance" -#: C/genius.xml:7117(synopsis) +#: C/genius.xml:7174(synopsis) #, no-wrap msgid "CompositeSimpsonsRuleTolerance (f,a,b,FourthDerivativeBound,Tolerance)" msgstr "CompositeSimpsonsRuleTolerance (f,a,b,omezeni_ctvrte_derivace,tolerance)" -#: C/genius.xml:7118(para) +#: C/genius.xml:7175(para) msgid "" "Integration of f by Composite Simpson's Rule on the interval [a,b] with the " "number of steps calculated by the fourth derivative bound and the desired " @@ -12649,33 +12703,42 @@ msgstr "" "Integrovat f složeným Simpsonovým pravidlem na intervalu [a,b] s počtem " "kroků počítaným podle omezení čtvrté derivace a podle požadované tolerance." -#: C/genius.xml:7127(term) +#: C/genius.xml:7184(term) msgid "<anchor id=\"gel-function-Derivative\"/>Derivative" msgstr "<anchor id=\"gel-function-Derivative\"/>Derivative" -#: C/genius.xml:7129(synopsis) +#: C/genius.xml:7186(synopsis) #, no-wrap msgid "Derivative (f,x0)" msgstr "Derivative (f,x0)" -#: C/genius.xml:7130(para) +#: C/genius.xml:7187(para) msgid "" "Attempt to calculate derivative by trying first symbolically and then " "numerically." msgstr "Zkusit spočítat derivaci, nejprve symbolicky a pak numericky." -#: C/genius.xml:7135(term) +#: C/genius.xml:7188(para) C/genius.xml:7312(para) C/genius.xml:8646(para) +#: C/genius.xml:8660(para) C/genius.xml:8674(para) C/genius.xml:8688(para) +msgid "" +"See <ulink url=\"https://en.wikipedia.org/wiki/Derivative\">Wikipedia</" +"ulink> for more information." +msgstr "" +"Více informací najdete v encyklopedii <ulink url=\"https://cs.wikipedia.org/" +"wiki/Derivace\">Wikipedia</ulink>." + +#: C/genius.xml:7196(term) msgid "" "<anchor id=\"gel-function-EvenPeriodicExtension\"/>EvenPeriodicExtension" msgstr "" "<anchor id=\"gel-function-EvenPeriodicExtension\"/>EvenPeriodicExtension" -#: C/genius.xml:7137(synopsis) +#: C/genius.xml:7198(synopsis) #, no-wrap msgid "EvenPeriodicExtension (f,L)" msgstr "EvenPeriodicExtension (f,L)" -#: C/genius.xml:7138(para) +#: C/genius.xml:7199(para) msgid "" "Return a function that is the even periodic extension of <function>f</" "function> with half period <varname>L</varname>. That is a function defined " @@ -12689,7 +12752,7 @@ msgstr "" "<userinput>[-L,L]</userinput> a pak rozšířená, aby byla periodická s " "periodou <userinput>2*L</userinput>." -#: C/genius.xml:7143(para) +#: C/genius.xml:7204(para) msgid "" "See also <link linkend=\"gel-function-OddPeriodicExtension" "\">OddPeriodicExtension</link> and <link linkend=\"gel-function-" @@ -12699,18 +12762,18 @@ msgstr "" "\">OddPeriodicExtension</link> a <link linkend=\"gel-function-" "PeriodicExtension\">PeriodicExtension</link>." -#: C/genius.xml:7154(term) +#: C/genius.xml:7215(term) msgid "" "<anchor id=\"gel-function-FourierSeriesFunction\"/>FourierSeriesFunction" msgstr "" "<anchor id=\"gel-function-FourierSeriesFunction\"/>FourierSeriesFunction" -#: C/genius.xml:7156(synopsis) +#: C/genius.xml:7217(synopsis) #, no-wrap msgid "FourierSeriesFunction (a,b,L)" msgstr "FourierSeriesFunction (a,b,L)" -#: C/genius.xml:7157(para) +#: C/genius.xml:7218(para) msgid "" "Return a function that is a Fourier series with the coefficients given by " "the vectors <varname>a</varname> (sines) and <varname>b</varname> (cosines). " @@ -12729,7 +12792,7 @@ msgstr "" "<varname>a</varname> nebo <varname>b</varname> může být <constant>null</" "constant>." -#: C/genius.xml:7165(para) C/genius.xml:7267(para) C/genius.xml:7287(para) +#: C/genius.xml:7226(para) C/genius.xml:7332(para) C/genius.xml:7352(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Fourier_series\">Wikipedia</" "ulink> or <ulink url=\"http://mathworld.wolfram.com/FourierSeries.html" @@ -12740,74 +12803,74 @@ msgstr "" "nebo <ulink url=\"http://cs.wikipedia.org/wiki/Fourierova_%C5%99ada" "\">Wikipedia</ulink>." -#: C/genius.xml:7174(term) +#: C/genius.xml:7235(term) msgid "<anchor id=\"gel-function-InfiniteProduct\"/>InfiniteProduct" msgstr "<anchor id=\"gel-function-InfiniteProduct\"/>InfiniteProduct" -#: C/genius.xml:7176(synopsis) +#: C/genius.xml:7237(synopsis) #, no-wrap msgid "InfiniteProduct (func,start,inc)" msgstr "InfiniteProduct (fce,start,prirustek)" -#: C/genius.xml:7177(para) +#: C/genius.xml:7238(para) msgid "Try to calculate an infinite product for a single parameter function." msgstr "Zkusit spočítat nekonečný součin funkce s jedním parametrem." -#: C/genius.xml:7182(term) +#: C/genius.xml:7243(term) msgid "<anchor id=\"gel-function-InfiniteProduct2\"/>InfiniteProduct2" msgstr "<anchor id=\"gel-function-InfiniteProduct2\"/>InfiniteProduct2" -#: C/genius.xml:7184(synopsis) +#: C/genius.xml:7245(synopsis) #, no-wrap msgid "InfiniteProduct2 (func,arg,start,inc)" msgstr "InfiniteProduct2 (fce,arg,start,prirustek)" -#: C/genius.xml:7185(para) +#: C/genius.xml:7246(para) msgid "" "Try to calculate an infinite product for a double parameter function with " "func(arg,n)." msgstr "" "Zkusit spočítat nekonečný součin funkce se dvěma parametry s fce (arg,n)." -#: C/genius.xml:7190(term) +#: C/genius.xml:7251(term) msgid "<anchor id=\"gel-function-InfiniteSum\"/>InfiniteSum" msgstr "<anchor id=\"gel-function-InfiniteSum\"/>InfiniteSum" -#: C/genius.xml:7192(synopsis) +#: C/genius.xml:7253(synopsis) #, no-wrap msgid "InfiniteSum (func,start,inc)" msgstr "InfiniteSum (fce,start,prirustek)" -#: C/genius.xml:7193(para) +#: C/genius.xml:7254(para) msgid "Try to calculate an infinite sum for a single parameter function." msgstr "Zkusit spočítat nekonečný součet funkce s jedním parametrem." -#: C/genius.xml:7198(term) +#: C/genius.xml:7259(term) msgid "<anchor id=\"gel-function-InfiniteSum2\"/>InfiniteSum2" msgstr "<anchor id=\"gel-function-InfiniteSum2\"/>InfiniteSum2" -#: C/genius.xml:7200(synopsis) +#: C/genius.xml:7261(synopsis) #, no-wrap msgid "InfiniteSum2 (func,arg,start,inc)" msgstr "InfiniteSum2 (fce,arg,start,prirustek)" -#: C/genius.xml:7201(para) +#: C/genius.xml:7262(para) msgid "" "Try to calculate an infinite sum for a double parameter function with " "func(arg,n)." msgstr "" "Zkusit spočítat nekonečný součet funkce se dvěma parametry s fce (arg,n)." -#: C/genius.xml:7206(term) +#: C/genius.xml:7267(term) msgid "<anchor id=\"gel-function-IsContinuous\"/>IsContinuous" msgstr "<anchor id=\"gel-function-IsContinuous\"/>IsContinuous" -#: C/genius.xml:7208(synopsis) +#: C/genius.xml:7269(synopsis) #, no-wrap msgid "IsContinuous (f,x0)" msgstr "IsContinuous (f,x0)" -#: C/genius.xml:7209(para) +#: C/genius.xml:7270(para) msgid "" "Try and see if a real-valued function is continuous at x0 by calculating the " "limit there." @@ -12815,45 +12878,45 @@ msgstr "" "Zkusit zjistit pomocí výpočtu limity v x0, jestli je funkce reálné proměnné " "v tomto bodě spojitá." -#: C/genius.xml:7214(term) +#: C/genius.xml:7275(term) msgid "<anchor id=\"gel-function-IsDifferentiable\"/>IsDifferentiable" msgstr "<anchor id=\"gel-function-IsDifferentiable\"/>IsDifferentiable" -#: C/genius.xml:7216(synopsis) +#: C/genius.xml:7277(synopsis) #, no-wrap msgid "IsDifferentiable (f,x0)" msgstr "IsDifferentiable (f,x0)" -#: C/genius.xml:7217(para) +#: C/genius.xml:7278(para) msgid "" "Test for differentiability by approximating the left and right limits and " "comparing." msgstr "" "Otestovat na diferencovatelnost aproximací limit zleva a zprava a porovnáním." -#: C/genius.xml:7222(term) +#: C/genius.xml:7283(term) msgid "<anchor id=\"gel-function-LeftLimit\"/>LeftLimit" msgstr "<anchor id=\"gel-function-LeftLimit\"/>LeftLimit" -#: C/genius.xml:7224(synopsis) +#: C/genius.xml:7285(synopsis) #, no-wrap msgid "LeftLimit (f,x0)" msgstr "LeftLimit (f,x0)" -#: C/genius.xml:7225(para) +#: C/genius.xml:7286(para) msgid "Calculate the left limit of a real-valued function at x0." msgstr "Spočítat limitu zleva funkce reálné proměnné v x0." -#: C/genius.xml:7230(term) +#: C/genius.xml:7291(term) msgid "<anchor id=\"gel-function-Limit\"/>Limit" msgstr "<anchor id=\"gel-function-Limit\"/>Limit" -#: C/genius.xml:7232(synopsis) +#: C/genius.xml:7293(synopsis) #, no-wrap msgid "Limit (f,x0)" msgstr "Limit (f,x0)" -#: C/genius.xml:7233(para) +#: C/genius.xml:7294(para) msgid "" "Calculate the limit of a real-valued function at x0. Tries to calculate both " "left and right limits." @@ -12861,37 +12924,37 @@ msgstr "" "Spočítat limitu funkce reálné proměnné v x0. Zkusí vypočítat limitu zleva i " "zprava." -#: C/genius.xml:7238(term) +#: C/genius.xml:7299(term) msgid "<anchor id=\"gel-function-MidpointRule\"/>MidpointRule" msgstr "<anchor id=\"gel-function-MidpointRule\"/>MidpointRule" -#: C/genius.xml:7240(synopsis) +#: C/genius.xml:7301(synopsis) #, no-wrap msgid "MidpointRule (f,a,b,n)" msgstr "MidpointRule (f,a,b,n)" -#: C/genius.xml:7241(para) +#: C/genius.xml:7302(para) msgid "Integration by midpoint rule." msgstr "Integrovat trojúhelníkovou metodou (pravidlem prostředního bodu)." -#: C/genius.xml:7246(term) +#: C/genius.xml:7307(term) msgid "<anchor id=\"gel-function-NumericalDerivative\"/>NumericalDerivative" msgstr "<anchor id=\"gel-function-NumericalDerivative\"/>NumericalDerivative" -#: C/genius.xml:7248(synopsis) +#: C/genius.xml:7309(synopsis) #, no-wrap msgid "NumericalDerivative (f,x0)" msgstr "NumericalDerivative (f,x0)" -#: C/genius.xml:7249(para) +#: C/genius.xml:7310(para) msgid "Aliases: <function>NDerivative</function>" msgstr "Alternativní názvy: <function>NDerivative</function>" -#: C/genius.xml:7250(para) +#: C/genius.xml:7311(para) msgid "Attempt to calculate numerical derivative." msgstr "Zkusit vypočítat numerickou derivaci." -#: C/genius.xml:7255(term) +#: C/genius.xml:7320(term) msgid "" "<anchor id=\"gel-function-NumericalFourierSeriesCoefficients\"/" ">NumericalFourierSeriesCoefficients" @@ -12899,12 +12962,12 @@ msgstr "" "<anchor id=\"gel-function-NumericalFourierSeriesCoefficients\"/" ">NumericalFourierSeriesCoefficients" -#: C/genius.xml:7257(synopsis) +#: C/genius.xml:7322(synopsis) #, no-wrap msgid "NumericalFourierSeriesCoefficients (f,L,N)" msgstr "NumericalFourierSeriesCoefficients (f,L,N)" -#: C/genius.xml:7258(para) +#: C/genius.xml:7323(para) msgid "" "Return a vector of vectors <userinput>[a,b]</userinput> where <varname>a</" "varname> are the cosine coefficients and <varname>b</varname> are the sine " @@ -12924,7 +12987,7 @@ msgstr "" "pomocí <link linkend=\"gel-function-NumericalIntegral" "\"><function>NumericalIntegral</function></link>." -#: C/genius.xml:7277(term) +#: C/genius.xml:7342(term) msgid "" "<anchor id=\"gel-function-NumericalFourierSeriesFunction\"/" ">NumericalFourierSeriesFunction" @@ -12932,12 +12995,12 @@ msgstr "" "<anchor id=\"gel-function-NumericalFourierSeriesFunction\"/" ">NumericalFourierSeriesFunction" -#: C/genius.xml:7279(synopsis) +#: C/genius.xml:7344(synopsis) #, no-wrap msgid "NumericalFourierSeriesFunction (f,L,N)" msgstr "NumericalFourierSeriesFunction (f,L,N)" -#: C/genius.xml:7280(para) +#: C/genius.xml:7345(para) msgid "" "Return a function that is the Fourier series of <function>f</function> with " "half-period <varname>L</varname> (that is defined on <userinput>[-L,L]</" @@ -12955,7 +13018,7 @@ msgstr "" "pomocí <link linkend=\"gel-function-NumericalIntegral" "\"><function>NumericalIntegral</function></link>." -#: C/genius.xml:7297(term) +#: C/genius.xml:7362(term) msgid "" "<anchor id=\"gel-function-NumericalFourierCosineSeriesCoefficients\"/" ">NumericalFourierCosineSeriesCoefficients" @@ -12963,12 +13026,12 @@ msgstr "" "<anchor id=\"gel-function-NumericalFourierCosineSeriesCoefficients\"/" ">NumericalFourierCosineSeriesCoefficients" -#: C/genius.xml:7299(synopsis) +#: C/genius.xml:7364(synopsis) #, no-wrap msgid "NumericalFourierCosineSeriesCoefficients (f,L,N)" msgstr "NumericalFourierCosineSeriesCoefficients (f,L,N)" -#: C/genius.xml:7300(para) +#: C/genius.xml:7365(para) msgid "" "Return a vector of coefficients of the cosine Fourier series of <function>f</" "function> with half-period <varname>L</varname>. That is, we take " @@ -12992,7 +13055,7 @@ msgstr "" "konstantní koeficient! To znamená, že <userinput>a@(n)</userinput> odkazuje " "na člen <userinput>cos(x*(n-1)*pi/L)</userinput>." -#: C/genius.xml:7312(para) C/genius.xml:7333(para) +#: C/genius.xml:7377(para) C/genius.xml:7398(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Fourier_series\">Wikipedia</" "ulink> or <ulink url=\"http://mathworld.wolfram.com/FourierCosineSeries.html" @@ -13003,7 +13066,7 @@ msgstr "" "angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Fourierova_" "%C5%99ada\">Wikipedia</ulink>." -#: C/genius.xml:7322(term) +#: C/genius.xml:7387(term) msgid "" "<anchor id=\"gel-function-NumericalFourierCosineSeriesFunction\"/" ">NumericalFourierCosineSeriesFunction" @@ -13011,12 +13074,12 @@ msgstr "" "<anchor id=\"gel-function-NumericalFourierCosineSeriesFunction\"/" ">NumericalFourierCosineSeriesFunction" -#: C/genius.xml:7324(synopsis) +#: C/genius.xml:7389(synopsis) #, no-wrap msgid "NumericalFourierCosineSeriesFunction (f,L,N)" msgstr "NumericalFourierCosineSeriesFunction (f,L,N)" -#: C/genius.xml:7325(para) +#: C/genius.xml:7390(para) msgid "" "Return a function that is the cosine Fourier series of <function>f</" "function> with half-period <varname>L</varname>. That is, we take " @@ -13035,7 +13098,7 @@ msgstr "" "linkend=\"gel-function-NumericalIntegral\"><function>NumericalIntegral</" "function></link>." -#: C/genius.xml:7343(term) +#: C/genius.xml:7408(term) msgid "" "<anchor id=\"gel-function-NumericalFourierSineSeriesCoefficients\"/" ">NumericalFourierSineSeriesCoefficients" @@ -13043,12 +13106,12 @@ msgstr "" "<anchor id=\"gel-function-NumericalFourierSineSeriesCoefficients\"/" ">NumericalFourierSineSeriesCoefficients" -#: C/genius.xml:7345(synopsis) +#: C/genius.xml:7410(synopsis) #, no-wrap msgid "NumericalFourierSineSeriesCoefficients (f,L,N)" msgstr "NumericalFourierSineSeriesCoefficients (f,L,N)" -#: C/genius.xml:7346(para) +#: C/genius.xml:7411(para) msgid "" "Return a vector of coefficients of the sine Fourier series of <function>f</" "function> with half-period <varname>L</varname>. That is, we take " @@ -13066,7 +13129,7 @@ msgstr "" "Koeficienty jsou spočítány numerickou integrací pomocí <link linkend=\"gel-" "function-NumericalIntegral\"><function>NumericalIntegral</function></link>." -#: C/genius.xml:7355(para) C/genius.xml:7376(para) +#: C/genius.xml:7420(para) C/genius.xml:7441(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Fourier_series\">Wikipedia</" "ulink> or <ulink url=\"http://mathworld.wolfram.com/FourierSineSeries.html" @@ -13077,7 +13140,7 @@ msgstr "" "angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Fourierova_" "%C5%99ada\">Wikipedia</ulink>." -#: C/genius.xml:7365(term) +#: C/genius.xml:7430(term) msgid "" "<anchor id=\"gel-function-NumericalFourierSineSeriesFunction\"/" ">NumericalFourierSineSeriesFunction" @@ -13085,12 +13148,12 @@ msgstr "" "<anchor id=\"gel-function-NumericalFourierSineSeriesFunction\"/" ">NumericalFourierSineSeriesFunction" -#: C/genius.xml:7367(synopsis) +#: C/genius.xml:7432(synopsis) #, no-wrap msgid "NumericalFourierSineSeriesFunction (f,L,N)" msgstr "NumericalFourierSineSeriesFunction (f,L,N)" -#: C/genius.xml:7368(para) +#: C/genius.xml:7433(para) msgid "" "Return a function that is the sine Fourier series of <function>f</function> " "with half-period <varname>L</varname>. That is, we take <function>f</" @@ -13108,16 +13171,16 @@ msgstr "" "Koeficienty jsou spočítány numerickou integrací pomocí <link linkend=\"gel-" "function-NumericalIntegral\"><function>NumericalIntegral</function></link>." -#: C/genius.xml:7386(term) +#: C/genius.xml:7451(term) msgid "<anchor id=\"gel-function-NumericalIntegral\"/>NumericalIntegral" msgstr "<anchor id=\"gel-function-NumericalIntegral\"/>NumericalIntegral" -#: C/genius.xml:7388(synopsis) +#: C/genius.xml:7453(synopsis) #, no-wrap msgid "NumericalIntegral (f,a,b)" msgstr "NumericalIntegral (f,a,b)" -#: C/genius.xml:7389(para) +#: C/genius.xml:7454(para) msgid "" "Integration by rule set in NumericalIntegralFunction of f from a to b using " "NumericalIntegralSteps steps." @@ -13125,22 +13188,22 @@ msgstr "" "Integrovat pravidlem nastaveným v NumericalIntegralFunction jako funkcí f od " "a do b pomocí kroků NumericalIntegralSteps." -#: C/genius.xml:7394(term) +#: C/genius.xml:7459(term) msgid "" "<anchor id=\"gel-function-NumericalLeftDerivative\"/>NumericalLeftDerivative" msgstr "" "<anchor id=\"gel-function-NumericalLeftDerivative\"/>NumericalLeftDerivative" -#: C/genius.xml:7396(synopsis) +#: C/genius.xml:7461(synopsis) #, no-wrap msgid "NumericalLeftDerivative (f,x0)" msgstr "NumericalLeftDerivative (f,x0)" -#: C/genius.xml:7397(para) +#: C/genius.xml:7462(para) msgid "Attempt to calculate numerical left derivative." msgstr "Zkusit vypočítat numerickou levou derivaci." -#: C/genius.xml:7402(term) +#: C/genius.xml:7467(term) msgid "" "<anchor id=\"gel-function-NumericalLimitAtInfinity\"/" ">NumericalLimitAtInfinity" @@ -13148,16 +13211,16 @@ msgstr "" "<anchor id=\"gel-function-NumericalLimitAtInfinity\"/" ">NumericalLimitAtInfinity" -#: C/genius.xml:7404(synopsis) +#: C/genius.xml:7469(synopsis) #, no-wrap msgid "NumericalLimitAtInfinity (_f,step_fun,tolerance,successive_for_success,N)" msgstr "NumericalLimitAtInfinity (_f,step_fun,tolerance,serie_pro_uspech,N)" -#: C/genius.xml:7405(para) +#: C/genius.xml:7470(para) msgid "Attempt to calculate the limit of f(step_fun(i)) as i goes from 1 to N." msgstr "Pokusit se spočítat limitu f(step_fun(i)) pro i od 1 do N." -#: C/genius.xml:7410(term) +#: C/genius.xml:7475(term) msgid "" "<anchor id=\"gel-function-NumericalRightDerivative\"/" ">NumericalRightDerivative" @@ -13165,25 +13228,25 @@ msgstr "" "<anchor id=\"gel-function-NumericalRightDerivative\"/" ">NumericalRightDerivative" -#: C/genius.xml:7412(synopsis) +#: C/genius.xml:7477(synopsis) #, no-wrap msgid "NumericalRightDerivative (f,x0)" msgstr "NumericalRightDerivative (f,x0)" -#: C/genius.xml:7413(para) +#: C/genius.xml:7478(para) msgid "Attempt to calculate numerical right derivative." msgstr "Zkusit vypočítat numerickou pravou derivaci." -#: C/genius.xml:7418(term) +#: C/genius.xml:7483(term) msgid "<anchor id=\"gel-function-OddPeriodicExtension\"/>OddPeriodicExtension" msgstr "<anchor id=\"gel-function-OddPeriodicExtension\"/>OddPeriodicExtension" -#: C/genius.xml:7420(synopsis) +#: C/genius.xml:7485(synopsis) #, no-wrap msgid "OddPeriodicExtension (f,L)" msgstr "OddPeriodicExtension (f,L)" -#: C/genius.xml:7421(para) +#: C/genius.xml:7486(para) msgid "" "Return a function that is the odd periodic extension of <function>f</" "function> with half period <varname>L</varname>. That is a function defined " @@ -13197,7 +13260,7 @@ msgstr "" "<userinput>[-L,L]</userinput> a pak rozšířená, aby byla periodická s " "periodou <userinput>2*L</userinput>." -#: C/genius.xml:7426(para) +#: C/genius.xml:7491(para) msgid "" "See also <link linkend=\"gel-function-EvenPeriodicExtension" "\">EvenPeriodicExtension</link> and <link linkend=\"gel-function-" @@ -13207,7 +13270,7 @@ msgstr "" "\">EvenPeriodicExtension</link> a <link linkend=\"gel-function-" "PeriodicExtension\">PeriodicExtension</link>." -#: C/genius.xml:7437(term) +#: C/genius.xml:7502(term) msgid "" "<anchor id=\"gel-function-OneSidedFivePointFormula\"/" ">OneSidedFivePointFormula" @@ -13215,16 +13278,16 @@ msgstr "" "<anchor id=\"gel-function-OneSidedFivePointFormula\"/" ">OneSidedFivePointFormula" -#: C/genius.xml:7439(synopsis) +#: C/genius.xml:7504(synopsis) #, no-wrap msgid "OneSidedFivePointFormula (f,x0,h)" msgstr "OneSidedFivePointFormula (f,x0,h)" -#: C/genius.xml:7440(para) +#: C/genius.xml:7505(para) msgid "Compute one-sided derivative using five point formula." msgstr "Spočítat jednostrannou derivaci pomocí pětibodového vzorce." -#: C/genius.xml:7445(term) +#: C/genius.xml:7510(term) msgid "" "<anchor id=\"gel-function-OneSidedThreePointFormula\"/" ">OneSidedThreePointFormula" @@ -13232,25 +13295,25 @@ msgstr "" "<anchor id=\"gel-function-OneSidedThreePointFormula\"/" ">OneSidedThreePointFormula" -#: C/genius.xml:7447(synopsis) +#: C/genius.xml:7512(synopsis) #, no-wrap msgid "OneSidedThreePointFormula (f,x0,h)" msgstr "OneSidedThreePointFormula (f,x0,h)" -#: C/genius.xml:7448(para) +#: C/genius.xml:7513(para) msgid "Compute one-sided derivative using three-point formula." msgstr "Spočítat jednostrannou derivaci pomocí tříbodového vzorce." -#: C/genius.xml:7453(term) +#: C/genius.xml:7518(term) msgid "<anchor id=\"gel-function-PeriodicExtension\"/>PeriodicExtension" msgstr "<anchor id=\"gel-function-PeriodicExtension\"/>PeriodicExtension" -#: C/genius.xml:7455(synopsis) +#: C/genius.xml:7520(synopsis) #, no-wrap msgid "PeriodicExtension (f,a,b)" msgstr "PeriodicExtension (f,a,b)" -#: C/genius.xml:7456(para) +#: C/genius.xml:7521(para) msgid "" "Return a function that is the periodic extension of <function>f</function> " "defined on the interval <userinput>[a,b]</userinput> and has period " @@ -13260,7 +13323,7 @@ msgstr "" "definované na intervalu <userinput>[a,b]</userinput> a s periodou " "<userinput>b-a</userinput>." -#: C/genius.xml:7459(para) +#: C/genius.xml:7524(para) msgid "" "See also <link linkend=\"gel-function-OddPeriodicExtension" "\">OddPeriodicExtension</link> and <link linkend=\"gel-function-" @@ -13270,20 +13333,20 @@ msgstr "" "\">OddPeriodicExtension</link> a <link linkend=\"gel-function-" "EvenPeriodicExtension\">EvenPeriodicExtension</link>." -#: C/genius.xml:7470(term) +#: C/genius.xml:7535(term) msgid "<anchor id=\"gel-function-RightLimit\"/>RightLimit" msgstr "<anchor id=\"gel-function-RightLimit\"/>RightLimit" -#: C/genius.xml:7472(synopsis) +#: C/genius.xml:7537(synopsis) #, no-wrap msgid "RightLimit (f,x0)" msgstr "RightLimit (f,x0)" -#: C/genius.xml:7473(para) +#: C/genius.xml:7538(para) msgid "Calculate the right limit of a real-valued function at x0." msgstr "Spočítat limitu zprava funkce reálné proměnné v x0." -#: C/genius.xml:7478(term) +#: C/genius.xml:7543(term) msgid "" "<anchor id=\"gel-function-TwoSidedFivePointFormula\"/" ">TwoSidedFivePointFormula" @@ -13291,16 +13354,16 @@ msgstr "" "<anchor id=\"gel-function-TwoSidedFivePointFormula\"/" ">TwoSidedFivePointFormula" -#: C/genius.xml:7480(synopsis) +#: C/genius.xml:7545(synopsis) #, no-wrap msgid "TwoSidedFivePointFormula (f,x0,h)" msgstr "TwoSidedFivePointFormula (f,x0,h)" -#: C/genius.xml:7481(para) +#: C/genius.xml:7546(para) msgid "Compute two-sided derivative using five-point formula." msgstr "Spočítat oboustrannou derivaci pomocí pětibodového vzorce." -#: C/genius.xml:7486(term) +#: C/genius.xml:7551(term) msgid "" "<anchor id=\"gel-function-TwoSidedThreePointFormula\"/" ">TwoSidedThreePointFormula" @@ -13308,46 +13371,46 @@ msgstr "" "<anchor id=\"gel-function-TwoSidedThreePointFormula\"/" ">TwoSidedThreePointFormula" -#: C/genius.xml:7488(synopsis) +#: C/genius.xml:7553(synopsis) #, no-wrap msgid "TwoSidedThreePointFormula (f,x0,h)" msgstr "TwoSidedThreePointFormula (f,x0,h)" -#: C/genius.xml:7489(para) +#: C/genius.xml:7554(para) msgid "Compute two-sided derivative using three-point formula." msgstr "Spočítat oboustrannou derivaci pomocí tříbodového vzorce." -#: C/genius.xml:7497(title) +#: C/genius.xml:7562(title) msgid "Functions" msgstr "Funkce" -#: C/genius.xml:7500(term) +#: C/genius.xml:7565(term) msgid "<anchor id=\"gel-function-Argument\"/>Argument" msgstr "<anchor id=\"gel-function-Argument\"/>Argument" -#: C/genius.xml:7502(synopsis) +#: C/genius.xml:7567(synopsis) #, no-wrap msgid "Argument (z)" msgstr "Argument (z)" -#: C/genius.xml:7503(para) +#: C/genius.xml:7568(para) msgid "Aliases: <function>Arg</function><function>arg</function>" msgstr "Alternativní názvy: <function>Arg</function><function>arg</function>" -#: C/genius.xml:7504(para) +#: C/genius.xml:7569(para) msgid "argument (angle) of complex number." msgstr "Argument (orientovaný úhel) komplexního čísla." -#: C/genius.xml:7509(term) +#: C/genius.xml:7574(term) msgid "<anchor id=\"gel-function-BesselJ0\"/>BesselJ0" msgstr "<anchor id=\"gel-function-BesselJ0\"/>BesselJ0" -#: C/genius.xml:7511(synopsis) +#: C/genius.xml:7576(synopsis) #, no-wrap msgid "BesselJ0 (x)" msgstr "BesselJ0 (x)" -#: C/genius.xml:7512(para) +#: C/genius.xml:7577(para) msgid "" "Bessel function of the first kind of order 0. Only implemented for real " "numbers." @@ -13355,8 +13418,8 @@ msgstr "" "Besselova funkce prvního druhu řádu 0. Je implementována pouze pro reálná " "čísla." -#: C/genius.xml:7513(para) C/genius.xml:7526(para) C/genius.xml:7539(para) -#: C/genius.xml:7552(para) C/genius.xml:7565(para) C/genius.xml:7578(para) +#: C/genius.xml:7578(para) C/genius.xml:7591(para) C/genius.xml:7604(para) +#: C/genius.xml:7617(para) C/genius.xml:7630(para) C/genius.xml:7643(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Bessel_functions\">Wikipedia</" "ulink> for more information." @@ -13364,16 +13427,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Besselova_funkce\">Wikipedia</ulink>." -#: C/genius.xml:7522(term) +#: C/genius.xml:7587(term) msgid "<anchor id=\"gel-function-BesselJ1\"/>BesselJ1" msgstr "<anchor id=\"gel-function-BesselJ1\"/>BesselJ1" -#: C/genius.xml:7524(synopsis) +#: C/genius.xml:7589(synopsis) #, no-wrap msgid "BesselJ1 (x)" msgstr "BesselJ1 (x)" -#: C/genius.xml:7525(para) +#: C/genius.xml:7590(para) msgid "" "Bessel function of the first kind of order 1. Only implemented for real " "numbers." @@ -13381,16 +13444,16 @@ msgstr "" "Besselova funkce prvního druhu řádu 1. Je implementována pouze pro reálná " "čísla." -#: C/genius.xml:7535(term) +#: C/genius.xml:7600(term) msgid "<anchor id=\"gel-function-BesselJn\"/>BesselJn" msgstr "<anchor id=\"gel-function-BesselJn\"/>BesselJn" -#: C/genius.xml:7537(synopsis) +#: C/genius.xml:7602(synopsis) #, no-wrap msgid "BesselJn (n,x)" msgstr "BesselJn (n,x)" -#: C/genius.xml:7538(para) +#: C/genius.xml:7603(para) msgid "" "Bessel function of the first kind of order <varname>n</varname>. Only " "implemented for real numbers." @@ -13398,16 +13461,16 @@ msgstr "" "Besselova funkce prvního druhu řádu <varname>n</varname>. Je implementována " "pouze pro reálná čísla." -#: C/genius.xml:7548(term) +#: C/genius.xml:7613(term) msgid "<anchor id=\"gel-function-BesselY0\"/>BesselY0" msgstr "<anchor id=\"gel-function-BesselY0\"/>BesselY0" -#: C/genius.xml:7550(synopsis) +#: C/genius.xml:7615(synopsis) #, no-wrap msgid "BesselY0 (x)" msgstr "BesselY0 (x)" -#: C/genius.xml:7551(para) +#: C/genius.xml:7616(para) msgid "" "Bessel function of the second kind of order 0. Only implemented for real " "numbers." @@ -13415,16 +13478,16 @@ msgstr "" "Besselova funkce druhého druhu řádu 0. Je implementována pouze pro reálná " "čísla." -#: C/genius.xml:7561(term) +#: C/genius.xml:7626(term) msgid "<anchor id=\"gel-function-BesselY1\"/>BesselY1" msgstr "<anchor id=\"gel-function-BesselY1\"/>BesselY1" -#: C/genius.xml:7563(synopsis) +#: C/genius.xml:7628(synopsis) #, no-wrap msgid "BesselY1 (x)" msgstr "BesselY1 (x)" -#: C/genius.xml:7564(para) +#: C/genius.xml:7629(para) msgid "" "Bessel function of the second kind of order 1. Only implemented for real " "numbers." @@ -13432,16 +13495,16 @@ msgstr "" "Besselova funkce druhého druhu řádu 1. Je implementována pouze pro reálná " "čísla." -#: C/genius.xml:7574(term) +#: C/genius.xml:7639(term) msgid "<anchor id=\"gel-function-BesselYn\"/>BesselYn" msgstr "<anchor id=\"gel-function-BesselYn\"/>BesselYn" -#: C/genius.xml:7576(synopsis) +#: C/genius.xml:7641(synopsis) #, no-wrap msgid "BesselYn (n,x)" msgstr "BesselYn (n,x)" -#: C/genius.xml:7577(para) +#: C/genius.xml:7642(para) msgid "" "Bessel function of the second kind of order <varname>n</varname>. Only " "implemented for real numbers." @@ -13449,131 +13512,132 @@ msgstr "" "Besselova funkce druhého druhu řádu <varname>n</varname>. Je implementována " "pouze pro reálná čísla." -#: C/genius.xml:7587(term) +#: C/genius.xml:7652(term) msgid "<anchor id=\"gel-function-DirichletKernel\"/>DirichletKernel" msgstr "<anchor id=\"gel-function-DirichletKernel\"/>DirichletKernel" -#: C/genius.xml:7589(synopsis) +#: C/genius.xml:7654(synopsis) #, no-wrap msgid "DirichletKernel (n,t)" msgstr "DirichletKernel (n,t)" -#: C/genius.xml:7590(para) -msgid "Dirichlet kernel of order n." -msgstr "Dirichletovo jádro řádu n." +#: C/genius.xml:7655(para) +msgid "Dirichlet kernel of order <varname>n</varname>." +msgstr "Dirichletovo jádro řádu <varname>n</varname>." -#: C/genius.xml:7595(term) +#: C/genius.xml:7660(term) msgid "<anchor id=\"gel-function-DiscreteDelta\"/>DiscreteDelta" msgstr "<anchor id=\"gel-function-DiscreteDelta\"/>DiscreteDelta" -#: C/genius.xml:7597(synopsis) +#: C/genius.xml:7662(synopsis) #, no-wrap msgid "DiscreteDelta (v)" msgstr "DiscreteDelta (v)" -#: C/genius.xml:7598(para) +#: C/genius.xml:7663(para) msgid "Returns 1 if and only if all elements are zero." msgstr "Vrátit 1, když a jen když jsou všechny prvky nulové." -#: C/genius.xml:7603(term) +#: C/genius.xml:7668(term) msgid "<anchor id=\"gel-function-ErrorFunction\"/>ErrorFunction" msgstr "<anchor id=\"gel-function-ErrorFunction\"/>ErrorFunction" -#: C/genius.xml:7605(synopsis) +#: C/genius.xml:7670(synopsis) #, no-wrap msgid "ErrorFunction (x)" msgstr "ErrorFunction (x)" -#: C/genius.xml:7606(para) +#: C/genius.xml:7671(para) msgid "Aliases: <function>erf</function>" msgstr "Alternativní názvy: <function>erf</function>" -#: C/genius.xml:7607(para) +#: C/genius.xml:7672(para) msgid "The error function, 2/sqrt(pi) * int_0^x e^(-t^2) dt." msgstr "Chybová funkce, 2/sqrt(pi) * int_0^x e^(-t^2) dt." -#: C/genius.xml:7608(para) +#: C/genius.xml:7673(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/ErrorFunction.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"https://en.wikipedia.org/wiki/Error_function\">Wikipedia</" +"ulink> or <ulink url=\"http://planetmath.org/ErrorFunction\">Planetmath</" +"ulink> for more information." msgstr "" -"Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/ErrorFunction.html\">Planetmath</ulink> (text je v angličtině)." +"Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" +"ErrorFunction\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"https://cs.wikipedia.org/wiki/Chybov%C3%A1_funkce\">Wikipedia</ulink>." -#: C/genius.xml:7616(term) +#: C/genius.xml:7682(term) msgid "<anchor id=\"gel-function-FejerKernel\"/>FejerKernel" msgstr "<anchor id=\"gel-function-FejerKernel\"/>FejerKernel" -#: C/genius.xml:7618(synopsis) +#: C/genius.xml:7684(synopsis) #, no-wrap msgid "FejerKernel (n,t)" msgstr "FejerKernel (n,t)" -#: C/genius.xml:7619(para) +#: C/genius.xml:7685(para) msgid "" "Fejer kernel of order <varname>n</varname> evaluated at <varname>t</varname>" msgstr "" "Fejerovo jádro řádu <varname>n</varname> vyhodnocené v <varname>t</varname>." -#: C/genius.xml:7621(para) +#: C/genius.xml:7687(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/FejerKernel.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/FejerKernel\">Planetmath</ulink> for " +"more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/FejerKernel.html\">Planetmath</ulink> (text je v angličtině)." +"FejerKernel\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:7629(term) +#: C/genius.xml:7695(term) msgid "<anchor id=\"gel-function-GammaFunction\"/>GammaFunction" msgstr "<anchor id=\"gel-function-GammaFunction\"/>GammaFunction" -#: C/genius.xml:7631(synopsis) +#: C/genius.xml:7697(synopsis) #, no-wrap msgid "GammaFunction (x)" msgstr "GammaFunction (x)" -#: C/genius.xml:7632(para) +#: C/genius.xml:7698(para) msgid "Aliases: <function>Gamma</function>" msgstr "Alternativní názvy: <function>Gamma</function>" -#: C/genius.xml:7633(para) +#: C/genius.xml:7699(para) msgid "The Gamma function. Currently only implemented for real values." msgstr "Funkce Gama. V současnosti je implementována pouze pro reálná čísla." -#: C/genius.xml:7634(para) +#: C/genius.xml:7700(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/GammaFunction.html" -"\">Planetmath</ulink> or <ulink url=\"http://en.wikipedia.org/wiki/" -"Gamma_function\">Wikipedia</ulink> for more information." +"See <ulink url=\"http://planetmath.org/GammaFunction\">Planetmath</ulink> or " +"<ulink url=\"http://en.wikipedia.org/wiki/Gamma_function\">Wikipedia</ulink> " +"for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/GammaFunction.html\">Planetmath</ulink> (text je v angličtině) " -"nebo <ulink url=\"http://cs.wikipedia.org/wiki/Gama_funkce\">Wikipedia</" -"ulink>." +"GammaFunction\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Gama_funkce\">Wikipedia</ulink>." -#: C/genius.xml:7643(term) +#: C/genius.xml:7709(term) msgid "<anchor id=\"gel-function-KroneckerDelta\"/>KroneckerDelta" msgstr "<anchor id=\"gel-function-KroneckerDelta\"/>KroneckerDelta" -#: C/genius.xml:7645(synopsis) +#: C/genius.xml:7711(synopsis) #, no-wrap msgid "KroneckerDelta (v)" msgstr "KroneckerDelta (v)" -#: C/genius.xml:7646(para) +#: C/genius.xml:7712(para) msgid "Returns 1 if and only if all elements are equal." msgstr "Vrátit 1, když a jen když se všechny prvky rovnají." -#: C/genius.xml:7651(term) +#: C/genius.xml:7717(term) msgid "<anchor id=\"gel-function-LambertW\"/>LambertW" msgstr "<anchor id=\"gel-function-LambertW\"/>LambertW" -#: C/genius.xml:7653(synopsis) +#: C/genius.xml:7719(synopsis) #, no-wrap msgid "LambertW (x)" msgstr "LambertW (x)" -#: C/genius.xml:7654(para) +#: C/genius.xml:7720(para) msgid "" "The principal branch of Lambert W function computed for only real values " "greater than or equal to <userinput>-1/e</userinput>. That is, " @@ -13592,7 +13656,7 @@ msgstr "" "LambertWm1\"><function>LambertWm1</function></link> ohledně další reálné " "větve." -#: C/genius.xml:7663(para) C/genius.xml:7683(para) +#: C/genius.xml:7729(para) C/genius.xml:7749(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Lambert_W_function" "\">Wikipedia</ulink> for more information." @@ -13600,16 +13664,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://en.wikipedia.org/" "wiki/Lambert_W_function\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:7672(term) +#: C/genius.xml:7738(term) msgid "<anchor id=\"gel-function-LambertWm1\"/>LambertWm1" msgstr "<anchor id=\"gel-function-LambertWm1\"/>LambertWm1" -#: C/genius.xml:7674(synopsis) +#: C/genius.xml:7740(synopsis) #, no-wrap msgid "LambertWm1 (x)" msgstr "LambertWm1 (x)" -#: C/genius.xml:7675(para) +#: C/genius.xml:7741(para) msgid "" "The minus-one branch of Lambert W function computed for only real values " "greater than or equal to <userinput>-1/e</userinput> and less than 0. That " @@ -13623,53 +13687,52 @@ msgstr "" "<userinput>x*e^x</userinput>. Viz <link linkend=\"gel-function-LambertW" "\"><function>LambertW</function></link> ohledně hlavní větve." -#: C/genius.xml:7691(term) +#: C/genius.xml:7757(term) msgid "<anchor id=\"gel-function-MinimizeFunction\"/>MinimizeFunction" msgstr "<anchor id=\"gel-function-MinimizeFunction\"/>MinimizeFunction" -#: C/genius.xml:7693(synopsis) +#: C/genius.xml:7759(synopsis) #, no-wrap msgid "MinimizeFunction (func,x,incr)" msgstr "MinimizeFunction (fce,x,prirust)" -#: C/genius.xml:7694(para) +#: C/genius.xml:7760(para) msgid "Find the first value where f(x)=0." msgstr "Najít první hodnotu, kdy f(x)=0." -#: C/genius.xml:7699(term) +#: C/genius.xml:7765(term) msgid "<anchor id=\"gel-function-MoebiusDiskMapping\"/>MoebiusDiskMapping" msgstr "<anchor id=\"gel-function-MoebiusDiskMapping\"/>MoebiusDiskMapping" -#: C/genius.xml:7701(synopsis) +#: C/genius.xml:7767(synopsis) #, no-wrap msgid "MoebiusDiskMapping (a,z)" msgstr "MoebiusDiskMapping (a,z)" -#: C/genius.xml:7702(para) +#: C/genius.xml:7768(para) msgid "Moebius mapping of the disk to itself mapping a to 0." msgstr "" "Möbiova transformace (lineární lomené zobrazení) kruhu na sebe sama ku 0." -#: C/genius.xml:7703(para) C/genius.xml:7715(para) C/genius.xml:7727(para) -#: C/genius.xml:7739(para) C/genius.xml:7751(para) +#: C/genius.xml:7769(para) C/genius.xml:7781(para) C/genius.xml:7793(para) +#: C/genius.xml:7805(para) C/genius.xml:7817(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/MobiusTransformation.html" -"\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/MobiusTransformation\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/MobiusTransformation.html\">Planetmath</ulink> (text je v " -"angličtině)." +"MobiusTransformation\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:7711(term) +#: C/genius.xml:7777(term) msgid "<anchor id=\"gel-function-MoebiusMapping\"/>MoebiusMapping" msgstr "<anchor id=\"gel-function-MoebiusMapping\"/>MoebiusMapping" -#: C/genius.xml:7713(synopsis) +#: C/genius.xml:7779(synopsis) #, no-wrap msgid "MoebiusMapping (z,z2,z3,z4)" msgstr "MoebiusMapping (z,z2,z3,z4)" -#: C/genius.xml:7714(para) +#: C/genius.xml:7780(para) msgid "" "Moebius mapping using the cross ratio taking z2,z3,z4 to 1,0, and infinity " "respectively." @@ -13677,7 +13740,7 @@ msgstr "" "Möbiova transformace (lineární lomené zobrazení) pomocí dvojpoměrů z2,z3,z4 " "ku 1,0 a nekonečnu." -#: C/genius.xml:7723(term) +#: C/genius.xml:7789(term) msgid "" "<anchor id=\"gel-function-MoebiusMappingInftyToInfty\"/" ">MoebiusMappingInftyToInfty" @@ -13685,12 +13748,12 @@ msgstr "" "<anchor id=\"gel-function-MoebiusMappingInftyToInfty\"/" ">MoebiusMappingInftyToInfty" -#: C/genius.xml:7725(synopsis) +#: C/genius.xml:7791(synopsis) #, no-wrap msgid "MoebiusMappingInftyToInfty (z,z2,z3)" msgstr "MoebiusMappingInftyToInfty (z,z2,z3)" -#: C/genius.xml:7726(para) +#: C/genius.xml:7792(para) msgid "" "Moebius mapping using the cross ratio taking infinity to infinity and z2,z3 " "to 1 and 0 respectively." @@ -13698,7 +13761,7 @@ msgstr "" "Möbiova transformace (lineární lomené zobrazení) pomocí dvojpoměrů nekonečna " "ku nekonečnu a z2,z3 ku 1 a 0." -#: C/genius.xml:7735(term) +#: C/genius.xml:7801(term) msgid "" "<anchor id=\"gel-function-MoebiusMappingInftyToOne\"/" ">MoebiusMappingInftyToOne" @@ -13706,12 +13769,12 @@ msgstr "" "<anchor id=\"gel-function-MoebiusMappingInftyToOne\"/" ">MoebiusMappingInftyToOne" -#: C/genius.xml:7737(synopsis) +#: C/genius.xml:7803(synopsis) #, no-wrap msgid "MoebiusMappingInftyToOne (z,z3,z4)" msgstr "MoebiusMappingInftyToOne (z,z3,z4)" -#: C/genius.xml:7738(para) +#: C/genius.xml:7804(para) msgid "" "Moebius mapping using the cross ratio taking infinity to 1 and z3,z4 to 0 " "and infinity respectively." @@ -13719,7 +13782,7 @@ msgstr "" "Möbiova transformace (lineární lomené zobrazení) pomocí dvojpoměrů nekonečna " "ku 1 a z3,z4 ku 0 a nekonečnu." -#: C/genius.xml:7747(term) +#: C/genius.xml:7813(term) msgid "" "<anchor id=\"gel-function-MoebiusMappingInftyToZero\"/" ">MoebiusMappingInftyToZero" @@ -13727,12 +13790,12 @@ msgstr "" "<anchor id=\"gel-function-MoebiusMappingInftyToZero\"/" ">MoebiusMappingInftyToZero" -#: C/genius.xml:7749(synopsis) +#: C/genius.xml:7815(synopsis) #, no-wrap msgid "MoebiusMappingInftyToZero (z,z2,z4)" msgstr "MoebiusMappingInftyToZero (z,z2,z4)" -#: C/genius.xml:7750(para) +#: C/genius.xml:7816(para) msgid "" "Moebius mapping using the cross ratio taking infinity to 0 and z2,z4 to 1 " "and infinity respectively." @@ -13740,74 +13803,73 @@ msgstr "" "Möbiova transformace (lineární lomené zobrazení) pomocí dvojpoměrů nekonečna " "ku 0 a z2,z4 ku 1 a nekonečnu." -#: C/genius.xml:7759(term) +#: C/genius.xml:7825(term) msgid "<anchor id=\"gel-function-PoissonKernel\"/>PoissonKernel" msgstr "<anchor id=\"gel-function-PoissonKernel\"/>PoissonKernel" -#: C/genius.xml:7761(synopsis) +#: C/genius.xml:7827(synopsis) #, no-wrap msgid "PoissonKernel (r,sigma)" msgstr "PoissonKernel (r,sigma)" -#: C/genius.xml:7762(para) +#: C/genius.xml:7828(para) msgid "" "Poisson kernel on D(0,1) (not normalized to 1, that is integral of this is " "2pi)." msgstr "" "Poissonovo jádro na D(0,1) (nenormalizované na 1, tj. integrál je 2pi)." -#: C/genius.xml:7767(term) +#: C/genius.xml:7833(term) msgid "<anchor id=\"gel-function-PoissonKernelRadius\"/>PoissonKernelRadius" msgstr "<anchor id=\"gel-function-PoissonKernelRadius\"/>PoissonKernelRadius" -#: C/genius.xml:7769(synopsis) +#: C/genius.xml:7835(synopsis) #, no-wrap msgid "PoissonKernelRadius (r,sigma)" msgstr "PoissonKernelRadius (r,sigma)" -#: C/genius.xml:7770(para) +#: C/genius.xml:7836(para) msgid "Poisson kernel on D(0,R) (not normalized to 1)." msgstr "Poissonovo jádro na D(0,R) (nenormalizované na 1)." -#: C/genius.xml:7775(term) +#: C/genius.xml:7841(term) msgid "<anchor id=\"gel-function-RiemannZeta\"/>RiemannZeta" msgstr "<anchor id=\"gel-function-RiemannZeta\"/>RiemannZeta" -#: C/genius.xml:7777(synopsis) +#: C/genius.xml:7843(synopsis) #, no-wrap msgid "RiemannZeta (x)" msgstr "RiemannZeta (x)" -#: C/genius.xml:7778(para) +#: C/genius.xml:7844(para) msgid "Aliases: <function>zeta</function>" msgstr "Alternativní názvy: <function>zeta</function>" -#: C/genius.xml:7779(para) +#: C/genius.xml:7845(para) msgid "The Riemann zeta function. Currently only implemented for real values." msgstr "" "Riemannova funkce zeta. V současnosti je implementována jen pro reálná čísla." -#: C/genius.xml:7780(para) +#: C/genius.xml:7846(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/RiemannZetaFunction.html" -"\">Planetmath</ulink> or <ulink url=\"http://en.wikipedia.org/wiki/" -"Riemann_zeta_function\">Wikipedia</ulink> for more information." +"See <ulink url=\"http://planetmath.org/RiemannZetaFunction\">Planetmath</" +"ulink> or <ulink url=\"http://en.wikipedia.org/wiki/Riemann_zeta_function" +"\">Wikipedia</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/RiemannZetaFunction.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Riemannova_funkce_zeta\">Wikipedia</ulink>." +"RiemannZetaFunction\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://cs.wikipedia.org/wiki/Riemannova_funkce_zeta\">Wikipedia</ulink>." -#: C/genius.xml:7789(term) +#: C/genius.xml:7855(term) msgid "<anchor id=\"gel-function-UnitStep\"/>UnitStep" msgstr "<anchor id=\"gel-function-UnitStep\"/>UnitStep" -#: C/genius.xml:7791(synopsis) +#: C/genius.xml:7857(synopsis) #, no-wrap msgid "UnitStep (x)" msgstr "UnitStep (x)" -#: C/genius.xml:7792(para) +#: C/genius.xml:7858(para) msgid "" "The unit step function is 0 for x<0, 1 otherwise. This is the integral of " "the Dirac Delta function. Also called the Heaviside function." @@ -13816,7 +13878,7 @@ msgstr "" "případech. Jedná se o integrál Diracovy funkce delta. Bývá také nazývána " "Heavisideova funkce." -#: C/genius.xml:7793(para) +#: C/genius.xml:7859(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Unit_step\">Wikipedia</ulink> " "for more information." @@ -13824,16 +13886,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Heavisideova_funkce\">Wikipedia</ulink>." -#: C/genius.xml:7801(term) +#: C/genius.xml:7867(term) msgid "<anchor id=\"gel-function-cis\"/>cis" msgstr "<anchor id=\"gel-function-cis\"/>cis" -#: C/genius.xml:7803(synopsis) +#: C/genius.xml:7869(synopsis) #, no-wrap msgid "cis (x)" msgstr "cis (x)" -#: C/genius.xml:7804(para) +#: C/genius.xml:7870(para) msgid "" "The <function>cis</function> function, that is the same as " "<userinput>cos(x)+1i*sin(x)</userinput>" @@ -13841,42 +13903,42 @@ msgstr "" "Funkce <function>cis</function>, což je to stejné jako " "<userinput>cos(x)+1i*sin(x)</userinput>" -#: C/genius.xml:7812(term) +#: C/genius.xml:7878(term) msgid "<anchor id=\"gel-function-deg2rad\"/>deg2rad" msgstr "<anchor id=\"gel-function-deg2rad\"/>deg2rad" -#: C/genius.xml:7814(synopsis) +#: C/genius.xml:7880(synopsis) #, no-wrap msgid "deg2rad (x)" msgstr "deg2rad (x)" -#: C/genius.xml:7815(para) +#: C/genius.xml:7881(para) msgid "Convert degrees to radians." msgstr "Převést stupně na radiány." -#: C/genius.xml:7820(term) +#: C/genius.xml:7886(term) msgid "<anchor id=\"gel-function-rad2deg\"/>rad2deg" msgstr "<anchor id=\"gel-function-rad2deg\"/>rad2deg" -#: C/genius.xml:7822(synopsis) +#: C/genius.xml:7888(synopsis) #, no-wrap msgid "rad2deg (x)" msgstr "rad2deg (x)" -#: C/genius.xml:7823(para) +#: C/genius.xml:7889(para) msgid "Convert radians to degrees." msgstr "Převést radiány na stupně." -#: C/genius.xml:7828(term) +#: C/genius.xml:7894(term) msgid "<anchor id=\"gel-function-sinc\"/>sinc" msgstr "<anchor id=\"gel-function-sinc\"/>sinc" -#: C/genius.xml:7830(synopsis) +#: C/genius.xml:7896(synopsis) #, no-wrap msgid "sinc (x)" msgstr "sinc (x)" -#: C/genius.xml:7831(para) +#: C/genius.xml:7897(para) msgid "" "Calculates the unnormalized sinc function, that is <userinput>sin(x)/x</" "userinput>. If you want the normalized function call <userinput>sinc(pi*x)</" @@ -13886,7 +13948,7 @@ msgstr "" "userinput>. Jestli chcete normalizovanou funkci, volejte " "<userinput>sinc(pi*x)</userinput>." -#: C/genius.xml:7834(para) +#: C/genius.xml:7900(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Sinc\">Wikipedia</ulink> for " "more information." @@ -13894,20 +13956,20 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://en.wikipedia.org/" "wiki/Sinc\">Wikipedia</ulink> (článek je v angličtině)." -#: C/genius.xml:7846(title) +#: C/genius.xml:7912(title) msgid "Equation Solving" msgstr "Řešení rovnic" -#: C/genius.xml:7850(term) +#: C/genius.xml:7916(term) msgid "<anchor id=\"gel-function-CubicFormula\"/>CubicFormula" msgstr "<anchor id=\"gel-function-CubicFormula\"/>CubicFormula" -#: C/genius.xml:7852(synopsis) +#: C/genius.xml:7918(synopsis) #, no-wrap msgid "CubicFormula (p)" msgstr "CubicFormula (p)" -#: C/genius.xml:7853(para) +#: C/genius.xml:7919(para) msgid "" "Compute roots of a cubic (degree 3) polynomial using the cubic formula. The " "polynomial should be given as a vector of coefficients. That is " @@ -13922,29 +13984,29 @@ msgstr "" "sloupcový vektor tří řešení. První řešení je vždy reálné, protože kubická " "rovnice má vždy jedno reálné řešení." -#: C/genius.xml:7862(para) +#: C/genius.xml:7928(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/CubicFormula.html" -"\">Planetmath</ulink>, <ulink url=\"http://mathworld.wolfram.com/" -"CubicFormula.html\">Mathworld</ulink>, or <ulink url=\"http://en.wikipedia." -"org/wiki/Cubic_equation\">Wikipedia</ulink> for more information." +"See <ulink url=\"http://planetmath.org/CubicFormula\">Planetmath</ulink>, " +"<ulink url=\"http://mathworld.wolfram.com/CubicFormula.html\">Mathworld</" +"ulink>, or <ulink url=\"http://en.wikipedia.org/wiki/Cubic_equation" +"\">Wikipedia</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/CubicFormula.html\">Planetmath</ulink> (text je v angličtině), " -"<ulink url=\"http://mathworld.wolfram.com/CubicFormula.html\">Mathworld</" -"ulink> (text je v angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/" -"Kubick%C3%A1_rovnice\">Wikipedia</ulink>." +"CubicFormula\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/CubicFormula.html\">Mathworld</ulink> (text " +"je v angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Kubick" +"%C3%A1_rovnice\">Wikipedia</ulink>." -#: C/genius.xml:7872(term) +#: C/genius.xml:7938(term) msgid "<anchor id=\"gel-function-EulersMethod\"/>EulersMethod" msgstr "<anchor id=\"gel-function-EulersMethod\"/>EulersMethod" -#: C/genius.xml:7874(synopsis) +#: C/genius.xml:7940(synopsis) #, no-wrap msgid "EulersMethod (f,x0,y0,x1,n)" msgstr "EulersMethod (f,x0,y0,x1,n)" -#: C/genius.xml:7875(para) +#: C/genius.xml:7941(para) msgid "" "Use classical Euler's method to numerically solve y'=f(x,y) for initial " "<varname>x0</varname>, <varname>y0</varname> going to <varname>x1</varname> " @@ -13960,8 +14022,8 @@ msgstr "" "metodu, měli byste vážně popřemýšlet o použití <link linkend=\"gel-function-" "RungeKutta\">RungeKutta</link> k řešení obyčejných diferenciálních rovnic." -#: C/genius.xml:7885(para) C/genius.xml:7926(para) C/genius.xml:8130(para) -#: C/genius.xml:8168(para) +#: C/genius.xml:7951(para) C/genius.xml:7992(para) C/genius.xml:8196(para) +#: C/genius.xml:8234(para) msgid "" "Systems can be solved by just having <varname>y</varname> be a (column) " "vector everywhere. That is, <varname>y0</varname> can be a vector in which " @@ -13975,27 +14037,27 @@ msgstr "" "varname> a vektor stejné velikosti pro druhý argument a mělo by vracet " "vektor stejné velikosti." -#: C/genius.xml:7892(para) C/genius.xml:7948(para) +#: C/genius.xml:7958(para) C/genius.xml:8014(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/EulerForwardMethod.html" -"\">Mathworld</ulink>, or <ulink url=\"http://en.wikipedia.org/wiki/" +"\">Mathworld</ulink> or <ulink url=\"http://en.wikipedia.org/wiki/" "Eulers_method\">Wikipedia</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://mathworld." "wolfram.com/EulerForwardMethod.html\">Mathworld</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Eulerova_metoda" +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Eulerova_metoda" "\">Wikipedia</ulink>." -#: C/genius.xml:7901(term) +#: C/genius.xml:7967(term) msgid "<anchor id=\"gel-function-EulersMethodFull\"/>EulersMethodFull" msgstr "<anchor id=\"gel-function-EulersMethodFull\"/>EulersMethodFull" -#: C/genius.xml:7903(synopsis) +#: C/genius.xml:7969(synopsis) #, no-wrap msgid "EulersMethodFull (f,x0,y0,x1,n)" msgstr "EulersMethodFull (f,x0,y0,x1,n)" -#: C/genius.xml:7904(para) +#: C/genius.xml:7970(para) msgid "" "Use classical Euler's method to numerically solve y'=f(x,y) for initial " "<varname>x0</varname>, <varname>y0</varname> going to <varname>x1</varname> " @@ -14018,7 +14080,7 @@ msgstr "" "\">LinePlotDrawLine</link> nebo <link linkend=\"gel-function-" "LinePlotDrawPoints\">LinePlotDrawPoints</link>." -#: C/genius.xml:7919(para) +#: C/genius.xml:7985(para) msgid "" "Example: <screen><prompt>genius></prompt> <userinput>LinePlotClear();</" "userinput>\n" @@ -14036,7 +14098,7 @@ msgstr "" "\",\"color\",\"blue\",\"legend\",\"Exponenciální vývoj\");</userinput>\n" "</screen>" -#: C/genius.xml:7933(para) +#: C/genius.xml:7999(para) msgid "" "The output for a system is still a n by 2 matrix with the second entry being " "a vector. If you wish to plot the line, make sure to use row vectors, and " @@ -14080,16 +14142,16 @@ msgstr "" "\",\"red\",\"thickness\",3,\"legend\",\"Druhý\");</userinput>\n" "</screen>" -#: C/genius.xml:7958(term) +#: C/genius.xml:8024(term) msgid "<anchor id=\"gel-function-FindRootBisection\"/>FindRootBisection" msgstr "<anchor id=\"gel-function-FindRootBisection\"/>FindRootBisection" -#: C/genius.xml:7960(synopsis) +#: C/genius.xml:8026(synopsis) #, no-wrap msgid "FindRootBisection (f,a,b,TOL,N)" msgstr "FindRootBisection (f,a,b,TOL,N)" -#: C/genius.xml:7961(para) +#: C/genius.xml:8027(para) msgid "" "Find root of a function using the bisection method. <varname>a</varname> and " "<varname>b</varname> are the initial guess interval, <userinput>f(a)</" @@ -14111,18 +14173,18 @@ msgstr "" "varname> je poslední spočtená hodnota a <varname>iterace</varname> je počet " "dokončených iterací." -#: C/genius.xml:7970(term) +#: C/genius.xml:8036(term) msgid "" "<anchor id=\"gel-function-FindRootFalsePosition\"/>FindRootFalsePosition" msgstr "" "<anchor id=\"gel-function-FindRootFalsePosition\"/>FindRootFalsePosition" -#: C/genius.xml:7972(synopsis) +#: C/genius.xml:8038(synopsis) #, no-wrap msgid "FindRootFalsePosition (f,a,b,TOL,N)" msgstr "FindRootFalsePosition (f,a,b,TOL,N)" -#: C/genius.xml:7973(para) +#: C/genius.xml:8039(para) msgid "" "Find root of a function using the method of false position. <varname>a</" "varname> and <varname>b</varname> are the initial guess interval, " @@ -14144,18 +14206,18 @@ msgstr "" "varname> je poslední spočtená hodnota a <varname>iterace</varname> je počet " "dokončených iterací." -#: C/genius.xml:7982(term) +#: C/genius.xml:8048(term) msgid "" "<anchor id=\"gel-function-FindRootMullersMethod\"/>FindRootMullersMethod" msgstr "" "<anchor id=\"gel-function-FindRootMullersMethod\"/>FindRootMullersMethod" -#: C/genius.xml:7984(synopsis) +#: C/genius.xml:8050(synopsis) #, no-wrap msgid "FindRootMullersMethod (f,x0,x1,x2,TOL,N)" msgstr "FindRootMullersMethod (f,x0,x1,x2,TOL,N)" -#: C/genius.xml:7985(para) +#: C/genius.xml:8051(para) msgid "" "Find root of a function using the Muller's method. <varname>TOL</varname> is " "the desired tolerance and <varname>N</varname> is the limit on the number of " @@ -14172,16 +14234,16 @@ msgstr "" "hodnota signalizující úspěch, <varname>hodnota</varname> je poslední " "spočtená hodnota a <varname>iterace</varname> je počet dokončených iterací." -#: C/genius.xml:7992(term) +#: C/genius.xml:8058(term) msgid "<anchor id=\"gel-function-FindRootSecant\"/>FindRootSecant" msgstr "<anchor id=\"gel-function-FindRootSecant\"/>FindRootSecant" -#: C/genius.xml:7994(synopsis) +#: C/genius.xml:8060(synopsis) #, no-wrap msgid "FindRootSecant (f,a,b,TOL,N)" msgstr "FindRootSecant (f,a,b,TOL,N)" -#: C/genius.xml:7995(para) +#: C/genius.xml:8061(para) msgid "" "Find root of a function using the secant method. <varname>a</varname> and " "<varname>b</varname> are the initial guess interval, <userinput>f(a)</" @@ -14203,18 +14265,18 @@ msgstr "" "varname> je poslední spočtená hodnota a <varname>iterace</varname> je počet " "dokončených iterací." -#: C/genius.xml:8004(term) +#: C/genius.xml:8070(term) msgid "<anchor id=\"gel-function-HalleysMethod\"/>HalleysMethod" msgstr "<anchor id=\"gel-function-HalleysMethod\"/>HalleysMethod" -#: C/genius.xml:8006(synopsis) +#: C/genius.xml:8072(synopsis) #, no-wrap msgid "HalleysMethod (f,df,ddf,guess,epsilon,maxn)" msgstr "HalleysMethod (f,df,ddf,odhad,epsilon,maxn)" -#: C/genius.xml:8007(para) +#: C/genius.xml:8073(para) msgid "" -"Find zeros using Halleys's method. <varname>f</varname> is the function, " +"Find zeros using Halley's method. <varname>f</varname> is the function, " "<varname>df</varname> is the derivative of <varname>f</varname>, and " "<varname>ddf</varname> is the second derivative of <varname>f</varname>. " "<varname>guess</varname> is the initial guess. The function returns after " @@ -14229,7 +14291,7 @@ msgstr "" "varname> nebo po <varname>maxn</varname> pokusech, v kterémžto případě vrací " "<constant>null</constant>, což značí selhání." -#: C/genius.xml:8014(para) +#: C/genius.xml:8080(para) msgid "" "See also <link linkend=\"gel-function-NewtonsMethod" "\"><function>NewtonsMethod</function></link> and <link linkend=\"gel-" @@ -14239,7 +14301,7 @@ msgstr "" "\"><function>NewtonsMethod</function></link> a <link linkend=\"gel-function-" "SymbolicDerivative\"><function>SymbolicDerivative</function></link>." -#: C/genius.xml:8017(para) +#: C/genius.xml:8083(para) msgid "" "Example to find the square root of 10: <screen><prompt>genius></prompt> " "<userinput>HalleysMethod(`(x)=x^2-10,`(x)=2*x,`(x)=2,3,10^-10,100)</" @@ -14251,7 +14313,7 @@ msgstr "" "userinput>\n" "</screen>" -#: C/genius.xml:8022(para) +#: C/genius.xml:8088(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Halley%27s_method\">Wikipedia</" "ulink> for more information." @@ -14259,16 +14321,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://en.wikipedia.org/" "wiki/Halley%27s_method\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:8031(term) +#: C/genius.xml:8097(term) msgid "<anchor id=\"gel-function-NewtonsMethod\"/>NewtonsMethod" msgstr "<anchor id=\"gel-function-NewtonsMethod\"/>NewtonsMethod" -#: C/genius.xml:8033(synopsis) +#: C/genius.xml:8099(synopsis) #, no-wrap msgid "NewtonsMethod (f,df,guess,epsilon,maxn)" msgstr "NewtonsMethod (f,df,odhad,epsilon,maxn)" -#: C/genius.xml:8034(para) +#: C/genius.xml:8100(para) msgid "" "Find zeros using Newton's method. <varname>f</varname> is the function and " "<varname>df</varname> is the derivative of <varname>f</varname>. " @@ -14284,7 +14346,7 @@ msgstr "" "pokusech, v kterémžto případě vrací <constant>null</constant>, což značí " "selhání." -#: C/genius.xml:8040(para) +#: C/genius.xml:8106(para) msgid "" "See also <link linkend=\"gel-function-NewtonsMethodPoly" "\"><function>NewtonsMethodPoly</function></link> and <link linkend=\"gel-" @@ -14294,7 +14356,7 @@ msgstr "" "\"><function>NewtonsMethodPoly</function></link> a <link linkend=\"gel-" "function-SymbolicDerivative\"><function>SymbolicDerivative</function></link>." -#: C/genius.xml:8043(para) +#: C/genius.xml:8109(para) msgid "" "Example to find the square root of 10: <screen><prompt>genius></prompt> " "<userinput>NewtonsMethod(`(x)=x^2-10,`(x)=2*x,3,10^-10,100)</userinput>\n" @@ -14304,7 +14366,7 @@ msgstr "" "<userinput>NewtonsMethod(`(x)=x^2-10,`(x)=2*x,3,10^-10,100)</userinput>\n" "</screen>" -#: C/genius.xml:8048(para) C/genius.xml:8382(para) +#: C/genius.xml:8114(para) C/genius.xml:8448(para) msgid "" "See <ulink url=\"http://en.wikipedia.org/wiki/Newtons_method\">Wikipedia</" "ulink> for more information." @@ -14312,16 +14374,16 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://cs.wikipedia.org/" "wiki/Metoda_te%C4%8Den\">Wikipedia</ulink>." -#: C/genius.xml:8057(term) +#: C/genius.xml:8123(term) msgid "<anchor id=\"gel-function-PolynomialRoots\"/>PolynomialRoots" msgstr "<anchor id=\"gel-function-PolynomialRoots\"/>PolynomialRoots" -#: C/genius.xml:8059(synopsis) +#: C/genius.xml:8125(synopsis) #, no-wrap msgid "PolynomialRoots (p)" msgstr "PolynomialRoots (p)" -#: C/genius.xml:8060(para) +#: C/genius.xml:8126(para) msgid "" "Compute roots of a polynomial (degrees 1 through 4) using one of the " "formulas for such polynomials. The polynomial should be given as a vector of " @@ -14334,7 +14396,7 @@ msgstr "" "<userinput>4*x^3 + 2*x + 1</userinput> odpovídá vektoru " "<userinput>[1,2,0,4]</userinput>. Vrací sloupcový vektor řešení." -#: C/genius.xml:8069(para) +#: C/genius.xml:8135(para) msgid "" "The function calls <link linkend=\"gel-function-QuadraticFormula" "\">QuadraticFormula</link>, <link linkend=\"gel-function-CubicFormula" @@ -14346,16 +14408,16 @@ msgstr "" "\">CubicFormula</link> a <link linkend=\"gel-function-QuarticFormula" "\">QuarticFormula</link>." -#: C/genius.xml:8079(term) +#: C/genius.xml:8145(term) msgid "<anchor id=\"gel-function-QuadraticFormula\"/>QuadraticFormula" msgstr "<anchor id=\"gel-function-QuadraticFormula\"/>QuadraticFormula" -#: C/genius.xml:8081(synopsis) +#: C/genius.xml:8147(synopsis) #, no-wrap msgid "QuadraticFormula (p)" msgstr "QuadraticFormula (p)" -#: C/genius.xml:8082(para) +#: C/genius.xml:8148(para) msgid "" "Compute roots of a quadratic (degree 2) polynomial using the quadratic " "formula. The polynomial should be given as a vector of coefficients. That is " @@ -14367,27 +14429,27 @@ msgstr "" "<userinput>3*x^2 + 2*x + 1</userinput> odpovídá vektoru <userinput>[1,2,3]</" "userinput>. Vrací sloupcový vektor dvou řešení." -#: C/genius.xml:8090(para) +#: C/genius.xml:8156(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/QuadraticFormula.html" -"\">Planetmath</ulink> or <ulink url=\"http://mathworld.wolfram.com/" -"QuadraticFormula.html\">Mathworld</ulink> for more information." +"See <ulink url=\"http://planetmath.org/QuadraticFormula\">Planetmath</ulink> " +"or <ulink url=\"http://mathworld.wolfram.com/QuadraticFormula.html" +"\">Mathworld</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/QuadraticFormula.html\">Planetmath</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://mathworld.wolfram.com/QuadraticFormula." -"html\">Mathworld</ulink> (text je v angličtině)." +"QuadraticFormula\">Planetmath</ulink> (text je v angličtině) a <ulink url=" +"\"http://mathworld.wolfram.com/QuadraticFormula.html\">Mathworld</ulink> " +"(text je v angličtině)." -#: C/genius.xml:8099(term) +#: C/genius.xml:8165(term) msgid "<anchor id=\"gel-function-QuarticFormula\"/>QuarticFormula" msgstr "<anchor id=\"gel-function-QuarticFormula\"/>QuarticFormula" -#: C/genius.xml:8101(synopsis) +#: C/genius.xml:8167(synopsis) #, no-wrap msgid "QuarticFormula (p)" msgstr "QuarticFormula (p)" -#: C/genius.xml:8102(para) +#: C/genius.xml:8168(para) msgid "" "Compute roots of a quartic (degree 4) polynomial using the quartic formula. " "The polynomial should be given as a vector of coefficients. That is " @@ -14400,29 +14462,29 @@ msgstr "" "+ 1</userinput> odpovídá vektoru <userinput>[1,2,0,0,5]</userinput>. Vrací " "sloupcový vektor čtyř řešení." -#: C/genius.xml:8110(para) +#: C/genius.xml:8176(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/QuarticFormula.html" -"\">Planetmath</ulink>, <ulink url=\"http://mathworld.wolfram.com/" -"QuarticEquation.html\">Mathworld</ulink>, or <ulink url=\"http://en." -"wikipedia.org/wiki/Quartic_equation\">Wikipedia</ulink> for more information." +"See <ulink url=\"http://planetmath.org/QuarticFormula\">Planetmath</ulink>, " +"<ulink url=\"http://mathworld.wolfram.com/QuarticEquation.html\">Mathworld</" +"ulink>, or <ulink url=\"http://en.wikipedia.org/wiki/Quartic_equation" +"\">Wikipedia</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://planetmath.org/" -"encyclopedia/QuarticFormula.html\">Planetmath</ulink> (text je v " -"angličtině), <ulink url=\"http://mathworld.wolfram.com/QuarticEquation.html" -"\">Mathworld</ulink> (text je v angličtině) nebo <ulink url=\"http://cs." -"wikipedia.org/wiki/Kvartick%C3%A1_rovnice\">Wikipedia</ulink>." +"QuarticFormula\">Planetmath</ulink> (text je v angličtině), <ulink url=" +"\"http://mathworld.wolfram.com/QuarticEquation.html\">Mathworld</ulink> " +"(text je v angličtině) a <ulink url=\"http://en.wikipedia.org/wiki/" +"Quartic_equation\">Wikipedia</ulink> (text je v angličtině)." -#: C/genius.xml:8120(term) +#: C/genius.xml:8186(term) msgid "<anchor id=\"gel-function-RungeKutta\"/>RungeKutta" msgstr "<anchor id=\"gel-function-RungeKutta\"/>RungeKutta" -#: C/genius.xml:8122(synopsis) +#: C/genius.xml:8188(synopsis) #, no-wrap msgid "RungeKutta (f,x0,y0,x1,n)" msgstr "RungeKutta (f,x0,y0,x1,n)" -#: C/genius.xml:8123(para) +#: C/genius.xml:8189(para) msgid "" "Use classical non-adaptive fourth order Runge-Kutta method to numerically " "solve y'=f(x,y) for initial <varname>x0</varname>, <varname>y0</varname> " @@ -14434,28 +14496,28 @@ msgstr "" "<varname>y0</varname> měnící se do <varname>x1</varname> s přírůstky " "<varname>n</varname>, vrací <varname>y</varname> v <varname>x1</varname>." -#: C/genius.xml:8137(para) C/genius.xml:8190(para) +#: C/genius.xml:8203(para) C/genius.xml:8256(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/Runge-KuttaMethod.html" -"\">Mathworld</ulink>, or <ulink url=\"http://en.wikipedia.org/wiki/Runge-" +"\">Mathworld</ulink> or <ulink url=\"http://en.wikipedia.org/wiki/Runge-" "Kutta_methods\">Wikipedia</ulink> for more information." msgstr "" "Více informací najdete v encyklopediích <ulink url=\"http://mathworld." "wolfram.com/Runge-KuttaMethod.html\">Mathworld</ulink> (text je v " -"angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Numerick%C3%A9_" +"angličtině) a <ulink url=\"http://cs.wikipedia.org/wiki/Numerick%C3%A9_" "%C5%99e%C5%A1en%C3%AD_oby%C4%8Dejn%C3%BDch_diferenci%C3%A1ln" "%C3%ADch_rovnic#Metody_Runge-Kutta\">Wikipedia</ulink>." -#: C/genius.xml:8146(term) +#: C/genius.xml:8212(term) msgid "<anchor id=\"gel-function-RungeKuttaFull\"/>RungeKuttaFull" msgstr "<anchor id=\"gel-function-RungeKuttaFull\"/>RungeKuttaFull" -#: C/genius.xml:8148(synopsis) +#: C/genius.xml:8214(synopsis) #, no-wrap msgid "RungeKuttaFull (f,x0,y0,x1,n)" msgstr "RungeKuttaFull (f,x0,y0,x1,n)" -#: C/genius.xml:8149(para) +#: C/genius.xml:8215(para) msgid "" "Use classical non-adaptive fourth order Runge-Kutta method to numerically " "solve y'=f(x,y) for initial <varname>x0</varname>, <varname>y0</varname> " @@ -14473,7 +14535,7 @@ msgstr "" "LinePlotDrawLine\">LinePlotDrawLine</link> nebo <link linkend=\"gel-function-" "LinePlotDrawPoints\">LinePlotDrawPoints</link>." -#: C/genius.xml:8161(para) +#: C/genius.xml:8227(para) msgid "" "Example: <screen><prompt>genius></prompt> <userinput>LinePlotClear();</" "userinput>\n" @@ -14491,7 +14553,7 @@ msgstr "" "\",\"color\",\"blue\",\"legend\",\"Exponenciální vývoj\");</userinput>\n" "</screen>" -#: C/genius.xml:8175(para) +#: C/genius.xml:8241(para) msgid "" "The output for a system is still a n by 2 matrix with the second entry being " "a vector. If you wish to plot the line, make sure to use row vectors, and " @@ -14535,20 +14597,20 @@ msgstr "" "\",\"red\",\"thickness\",3,\"legend\",\"Druhý\");</userinput>\n" "</screen>" -#: C/genius.xml:8204(title) +#: C/genius.xml:8270(title) msgid "Statistics" msgstr "Statistika" -#: C/genius.xml:8207(term) +#: C/genius.xml:8273(term) msgid "<anchor id=\"gel-function-Average\"/>Average" msgstr "<anchor id=\"gel-function-Average\"/>Average" -#: C/genius.xml:8209(synopsis) +#: C/genius.xml:8275(synopsis) #, no-wrap msgid "Average (m)" msgstr "Average (m)" -#: C/genius.xml:8210(para) +#: C/genius.xml:8276(para) msgid "" "Aliases: <function>average</function><function>Mean</" "function><function>mean</function>" @@ -14556,11 +14618,11 @@ msgstr "" "Alternativní názvy: <function>average</function><function>Mean</" "function><function>mean</function>" -#: C/genius.xml:8211(para) +#: C/genius.xml:8277(para) msgid "Calculate average of an entire matrix." msgstr "Vypočítat průměr z celé matice." -#: C/genius.xml:8212(para) C/genius.xml:8272(para) +#: C/genius.xml:8278(para) C/genius.xml:8338(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/ArithmeticMean.html" "\">Mathworld</ulink> for more information." @@ -14570,16 +14632,16 @@ msgstr "" "nebo <ulink url=\"http://cs.wikipedia.org/wiki/Aritmetick%C3%BD_pr%C5%AFm" "%C4%9Br\">Wikipedia</ulink>." -#: C/genius.xml:8220(term) +#: C/genius.xml:8286(term) msgid "<anchor id=\"gel-function-GaussDistribution\"/>GaussDistribution" msgstr "<anchor id=\"gel-function-GaussDistribution\"/>GaussDistribution" -#: C/genius.xml:8222(synopsis) +#: C/genius.xml:8288(synopsis) #, no-wrap msgid "GaussDistribution (x,sigma)" msgstr "GaussDistribution (x,sigma)" -#: C/genius.xml:8223(para) +#: C/genius.xml:8289(para) msgid "" "Integral of the GaussFunction from 0 to <varname>x</varname> (area under the " "normal curve)." @@ -14587,7 +14649,7 @@ msgstr "" "Integrál Gaussovy funkce od 0 do <varname>x</varname> (oblast pod normální " "křivkou)." -#: C/genius.xml:8224(para) C/genius.xml:8236(para) +#: C/genius.xml:8290(para) C/genius.xml:8302(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/NormalDistribution.html" "\">Mathworld</ulink> for more information." @@ -14597,37 +14659,37 @@ msgstr "" "angličtině) nebo <ulink url=\"http://cs.wikipedia.org/wiki/Norm%C3%A1ln" "%C3%AD_rozd%C4%9Blen%C3%AD\">Wikipedia</ulink>." -#: C/genius.xml:8232(term) +#: C/genius.xml:8298(term) msgid "<anchor id=\"gel-function-GaussFunction\"/>GaussFunction" msgstr "<anchor id=\"gel-function-GaussFunction\"/>GaussFunction" -#: C/genius.xml:8234(synopsis) +#: C/genius.xml:8300(synopsis) #, no-wrap msgid "GaussFunction (x,sigma)" msgstr "GaussFunction (x,sigma)" -#: C/genius.xml:8235(para) +#: C/genius.xml:8301(para) msgid "The normalized Gauss distribution function (the normal curve)." msgstr "Normalizovaného Gaussova funkce rozdělení (normální křivka)." -#: C/genius.xml:8245(term) +#: C/genius.xml:8311(term) msgid "<anchor id=\"gel-function-Median\"/>Median" msgstr "<anchor id=\"gel-function-Median\"/>Median" -#: C/genius.xml:8247(synopsis) +#: C/genius.xml:8313(synopsis) #, no-wrap msgid "Median (m)" msgstr "Median (m)" -#: C/genius.xml:8248(para) +#: C/genius.xml:8314(para) msgid "Aliases: <function>median</function>" msgstr "Alternativní názvy: <function>median</function>" -#: C/genius.xml:8249(para) +#: C/genius.xml:8315(para) msgid "Calculate median of an entire matrix." msgstr "Vypočítat medián z celé matice." -#: C/genius.xml:8250(para) C/genius.xml:8285(para) +#: C/genius.xml:8316(para) C/genius.xml:8351(para) msgid "" "See <ulink url=\"http://mathworld.wolfram.com/StatisticalMedian.html" "\">Mathworld</ulink> for more information." @@ -14635,7 +14697,7 @@ msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://mathworld.wolfram." "com/StatisticalMedian.html\">Mathworld</ulink> (text je v angličtině)." -#: C/genius.xml:8258(term) +#: C/genius.xml:8324(term) msgid "" "<anchor id=\"gel-function-PopulationStandardDeviation\"/" ">PopulationStandardDeviation" @@ -14643,53 +14705,53 @@ msgstr "" "<anchor id=\"gel-function-PopulationStandardDeviation\"/" ">PopulationStandardDeviation" -#: C/genius.xml:8260(synopsis) +#: C/genius.xml:8326(synopsis) #, no-wrap msgid "PopulationStandardDeviation (m)" msgstr "PopulationStandardDeviation (m)" -#: C/genius.xml:8261(para) +#: C/genius.xml:8327(para) msgid "Aliases: <function>stdevp</function>" msgstr "Alternativní názvy: <function>stdevp</function>" -#: C/genius.xml:8262(para) +#: C/genius.xml:8328(para) msgid "Calculate the population standard deviation of a whole matrix." msgstr "Spočítat standardní odchylku souboru celé matice." -#: C/genius.xml:8267(term) +#: C/genius.xml:8333(term) msgid "<anchor id=\"gel-function-RowAverage\"/>RowAverage" msgstr "<anchor id=\"gel-function-RowAverage\"/>RowAverage" -#: C/genius.xml:8269(synopsis) +#: C/genius.xml:8335(synopsis) #, no-wrap msgid "RowAverage (m)" msgstr "RowAverage (m)" -#: C/genius.xml:8270(para) +#: C/genius.xml:8336(para) msgid "Aliases: <function>RowMean</function>" msgstr "Alternativní názvy: <function>RowMean</function>" -#: C/genius.xml:8271(para) +#: C/genius.xml:8337(para) msgid "Calculate average of each row in a matrix." msgstr "Vypočítat průměr každého řádku v matici." -#: C/genius.xml:8280(term) +#: C/genius.xml:8346(term) msgid "<anchor id=\"gel-function-RowMedian\"/>RowMedian" msgstr "<anchor id=\"gel-function-RowMedian\"/>RowMedian" -#: C/genius.xml:8282(synopsis) +#: C/genius.xml:8348(synopsis) #, no-wrap msgid "RowMedian (m)" msgstr "RowMedian (m)" -#: C/genius.xml:8283(para) +#: C/genius.xml:8349(para) msgid "" "Calculate median of each row in a matrix and return a column vector of the " "medians." msgstr "" "Vypočítat medián každého řádku v matici a vrátit sloupcový vektor mediánů." -#: C/genius.xml:8293(term) +#: C/genius.xml:8359(term) msgid "" "<anchor id=\"gel-function-RowPopulationStandardDeviation\"/" ">RowPopulationStandardDeviation" @@ -14697,85 +14759,85 @@ msgstr "" "<anchor id=\"gel-function-RowPopulationStandardDeviation\"/" ">RowPopulationStandardDeviation" -#: C/genius.xml:8295(synopsis) +#: C/genius.xml:8361(synopsis) #, no-wrap msgid "RowPopulationStandardDeviation (m)" msgstr "RowPopulationStandardDeviation (m)" -#: C/genius.xml:8296(para) +#: C/genius.xml:8362(para) msgid "Aliases: <function>rowstdevp</function>" msgstr "Alternativní názvy: <function>rowstdevp</function>" -#: C/genius.xml:8297(para) +#: C/genius.xml:8363(para) msgid "" "Calculate the population standard deviations of rows of a matrix and return " "a vertical vector." msgstr "" "Spočítat standardní odchylku souboru řádků matice a vrátit svislý vektor." -#: C/genius.xml:8302(term) +#: C/genius.xml:8368(term) msgid "<anchor id=\"gel-function-RowStandardDeviation\"/>RowStandardDeviation" msgstr "<anchor id=\"gel-function-RowStandardDeviation\"/>RowStandardDeviation" -#: C/genius.xml:8304(synopsis) +#: C/genius.xml:8370(synopsis) #, no-wrap msgid "RowStandardDeviation (m)" msgstr "RowStandardDeviation (m)" -#: C/genius.xml:8305(para) +#: C/genius.xml:8371(para) msgid "Aliases: <function>rowstdev</function>" msgstr "Alternativní názvy: <function>rowstdev</function>" -#: C/genius.xml:8306(para) +#: C/genius.xml:8372(para) msgid "" "Calculate the standard deviations of rows of a matrix and return a vertical " "vector." msgstr "Spočítat standardní odchylku řádků matice a vrátit svislý vektor." -#: C/genius.xml:8311(term) +#: C/genius.xml:8377(term) msgid "<anchor id=\"gel-function-StandardDeviation\"/>StandardDeviation" msgstr "<anchor id=\"gel-function-StandardDeviation\"/>StandardDeviation" -#: C/genius.xml:8313(synopsis) +#: C/genius.xml:8379(synopsis) #, no-wrap msgid "StandardDeviation (m)" msgstr "StandardDeviation (m)" -#: C/genius.xml:8314(para) +#: C/genius.xml:8380(para) msgid "Aliases: <function>stdev</function>" msgstr "Alternativní názvy: <function>stdev</function>" -#: C/genius.xml:8315(para) +#: C/genius.xml:8381(para) msgid "Calculate the standard deviation of a whole matrix." msgstr "Spočítat standardní odchylku celé matice." -#: C/genius.xml:8323(title) +#: C/genius.xml:8389(title) msgid "Polynomials" msgstr "Polynomy" -#: C/genius.xml:8326(term) +#: C/genius.xml:8392(term) msgid "<anchor id=\"gel-function-AddPoly\"/>AddPoly" msgstr "<anchor id=\"gel-function-AddPoly\"/>AddPoly" -#: C/genius.xml:8328(synopsis) +#: C/genius.xml:8394(synopsis) #, no-wrap msgid "AddPoly (p1,p2)" msgstr "AddPoly (p1,p2)" -#: C/genius.xml:8329(para) +#: C/genius.xml:8395(para) msgid "Add two polynomials (vectors)." msgstr "Sečíst dva polynomy (vektory)." -#: C/genius.xml:8334(term) +#: C/genius.xml:8400(term) msgid "<anchor id=\"gel-function-DividePoly\"/>DividePoly" msgstr "<anchor id=\"gel-function-DividePoly\"/>DividePoly" -#: C/genius.xml:8336(synopsis) +#: C/genius.xml:8402(synopsis) #, no-wrap msgid "DividePoly (p,q,&r)" msgstr "DividePoly (p,q,&r)" -#: C/genius.xml:8337(para) +#: C/genius.xml:8403(para) msgid "" "Divide two polynomials (as vectors) using long division. Returns the " "quotient of the two polynomials. The optional argument <varname>r</varname> " @@ -14786,51 +14848,50 @@ msgstr "" "dvou polynomů. Volitelný argument <varname>r</varname> se použije k vrácení " "zbytku. Zbytek bude mít nižší řád, než polynom <varname>q</varname>." -#: C/genius.xml:8342(para) +#: C/genius.xml:8408(para) msgid "" -"See <ulink url=\"http://planetmath.org/encyclopedia/PolynomialLongDivision." -"html\">Planetmath</ulink> for more information." +"See <ulink url=\"http://planetmath.org/PolynomialLongDivision\">Planetmath</" +"ulink> for more information." msgstr "" "Více informací najdete v encyklopedii <ulink url=\"http://planetmath.org/" -"encyclopedia/PolynomialLongDivision.html\">Planetmath</ulink> (text je v " -"angličtině)." +"PolynomialLongDivision\">Planetmath</ulink> (text je v angličtině)." -#: C/genius.xml:8350(term) +#: C/genius.xml:8416(term) msgid "<anchor id=\"gel-function-IsPoly\"/>IsPoly" msgstr "<anchor id=\"gel-function-IsPoly\"/>IsPoly" -#: C/genius.xml:8352(synopsis) +#: C/genius.xml:8418(synopsis) #, no-wrap msgid "IsPoly (p)" msgstr "IsPoly (p)" -#: C/genius.xml:8353(para) +#: C/genius.xml:8419(para) msgid "Check if a vector is usable as a polynomial." msgstr "Zkontrolovat, zda je vektor použitelný jako polynom." -#: C/genius.xml:8358(term) +#: C/genius.xml:8424(term) msgid "<anchor id=\"gel-function-MultiplyPoly\"/>MultiplyPoly" msgstr "<anchor id=\"gel-function-MultiplyPoly\"/>MultiplyPoly" -#: C/genius.xml:8360(synopsis) +#: C/genius.xml:8426(synopsis) #, no-wrap msgid "MultiplyPoly (p1,p2)" msgstr "MultiplyPoly (p1,p2)" -#: C/genius.xml:8361(para) +#: C/genius.xml:8427(para) msgid "Multiply two polynomials (as vectors)." msgstr "Vynásobit dva polynomy (jako vektory)." -#: C/genius.xml:8366(term) +#: C/genius.xml:8432(term) msgid "<anchor id=\"gel-function-NewtonsMethodPoly\"/>NewtonsMethodPoly" msgstr "<anchor id=\"gel-function-NewtonsMethodPoly\"/>NewtonsMethodPoly" -#: C/genius.xml:8368(synopsis) +#: C/genius.xml:8434(synopsis) #, no-wrap msgid "NewtonsMethodPoly (poly,guess,epsilon,maxn)" msgstr "NewtonsMethodPoly (poly,odhad,epsilon,maxn)" -#: C/genius.xml:8369(para) +#: C/genius.xml:8435(para) msgid "" "Find a root of a polynomial using Newton's method. <varname>poly</varname> " "is the polynomial as a vector and <varname>guess</varname> is the initial " @@ -14846,7 +14907,7 @@ msgstr "" "pokusech, v kterémžto případě vrací <constant>null</constant>, což značí " "selhání." -#: C/genius.xml:8374(para) +#: C/genius.xml:8440(para) msgid "" "See also <link linkend=\"gel-function-NewtonsMethod" "\"><function>NewtonsMethod</function></link>." @@ -14854,7 +14915,7 @@ msgstr "" "Viz také <link linkend=\"gel-function-NewtonsMethod" "\"><function>NewtonsMethod</function></link>." -#: C/genius.xml:8377(para) +#: C/genius.xml:8443(para) msgid "" "Example to find the square root of 10: <screen><prompt>genius></prompt> " "<userinput>NewtonsMethodPoly([-10,0,1],3,10^-10,100)</userinput>\n" @@ -14864,113 +14925,113 @@ msgstr "" "<userinput>NewtonsMethodPoly([-10,0,1],3,10^-10,100)</userinput>\n" "</screen>" -#: C/genius.xml:8390(term) +#: C/genius.xml:8456(term) msgid "<anchor id=\"gel-function-Poly2ndDerivative\"/>Poly2ndDerivative" msgstr "<anchor id=\"gel-function-Poly2ndDerivative\"/>Poly2ndDerivative" -#: C/genius.xml:8392(synopsis) +#: C/genius.xml:8458(synopsis) #, no-wrap msgid "Poly2ndDerivative (p)" msgstr "Poly2ndDerivative (p)" -#: C/genius.xml:8393(para) +#: C/genius.xml:8459(para) msgid "Take second polynomial (as vector) derivative." msgstr "Vypočítat druhou derivaci polynomu (jako vektoru)." -#: C/genius.xml:8398(term) +#: C/genius.xml:8464(term) msgid "<anchor id=\"gel-function-PolyDerivative\"/>PolyDerivative" msgstr "<anchor id=\"gel-function-PolyDerivative\"/>PolyDerivative" -#: C/genius.xml:8400(synopsis) +#: C/genius.xml:8466(synopsis) #, no-wrap msgid "PolyDerivative (p)" msgstr "PolyDerivative (p)" -#: C/genius.xml:8401(para) +#: C/genius.xml:8467(para) msgid "Take polynomial (as vector) derivative." msgstr "Derivovat polynom (jako vektor)." -#: C/genius.xml:8406(term) +#: C/genius.xml:8472(term) msgid "<anchor id=\"gel-function-PolyToFunction\"/>PolyToFunction" msgstr "<anchor id=\"gel-function-PolyToFunction\"/>PolyToFunction" -#: C/genius.xml:8408(synopsis) +#: C/genius.xml:8474(synopsis) #, no-wrap msgid "PolyToFunction (p)" msgstr "PolyToFunction (p)" -#: C/genius.xml:8409(para) +#: C/genius.xml:8475(para) msgid "Make function out of a polynomial (as vector)." msgstr "Vytvořit funkci z polynomu (jako vektoru)." -#: C/genius.xml:8414(term) +#: C/genius.xml:8480(term) msgid "<anchor id=\"gel-function-PolyToString\"/>PolyToString" msgstr "<anchor id=\"gel-function-PolyToString\"/>PolyToString" -#: C/genius.xml:8416(synopsis) +#: C/genius.xml:8482(synopsis) #, no-wrap msgid "PolyToString (p,var...)" msgstr "PolyToString (p,prom...)" -#: C/genius.xml:8417(para) +#: C/genius.xml:8483(para) msgid "Make string out of a polynomial (as vector)." msgstr "Vytvořit řetězec z polynomu (jako vektoru)." -#: C/genius.xml:8422(term) +#: C/genius.xml:8488(term) msgid "<anchor id=\"gel-function-SubtractPoly\"/>SubtractPoly" msgstr "<anchor id=\"gel-function-SubtractPoly\"/>SubtractPoly" -#: C/genius.xml:8424(synopsis) +#: C/genius.xml:8490(synopsis) #, no-wrap msgid "SubtractPoly (p1,p2)" msgstr "SubtractPoly (p1,p2)" -#: C/genius.xml:8425(para) +#: C/genius.xml:8491(para) msgid "Subtract two polynomials (as vectors)." msgstr "Odečíst dva polynomy (jako vektory)." -#: C/genius.xml:8430(term) +#: C/genius.xml:8496(term) msgid "<anchor id=\"gel-function-TrimPoly\"/>TrimPoly" msgstr "<anchor id=\"gel-function-TrimPoly\"/>TrimPoly" -#: C/genius.xml:8432(synopsis) +#: C/genius.xml:8498(synopsis) #, no-wrap msgid "TrimPoly (p)" msgstr "TrimPoly (p)" -#: C/genius.xml:8433(para) +#: C/genius.xml:8499(para) msgid "Trim zeros from a polynomial (as vector)." msgstr "Odstranit nuly z polynomu (jako vektoru)." -#: C/genius.xml:8441(title) +#: C/genius.xml:8507(title) msgid "Set Theory" msgstr "Teorie množin" -#: C/genius.xml:8444(term) +#: C/genius.xml:8510(term) msgid "<anchor id=\"gel-function-Intersection\"/>Intersection" msgstr "<anchor id=\"gel-function-Intersection\"/>Intersection" -#: C/genius.xml:8446(synopsis) +#: C/genius.xml:8512(synopsis) #, no-wrap msgid "Intersection (X,Y)" msgstr "Intersection (X,Y)" -#: C/genius.xml:8447(para) +#: C/genius.xml:8513(para) msgid "" "Returns a set theoretic intersection of X and Y (X and Y are vectors " "pretending to be sets)." msgstr "Vrátit průnik množin X a Y (X a Y jsou vektory považované za množiny)." -#: C/genius.xml:8452(term) +#: C/genius.xml:8518(term) msgid "<anchor id=\"gel-function-IsIn\"/>IsIn" msgstr "<anchor id=\"gel-function-IsIn\"/>IsIn" -#: C/genius.xml:8454(synopsis) +#: C/genius.xml:8520(synopsis) #, no-wrap msgid "IsIn (x,X)" msgstr "IsIn (x,X)" -#: C/genius.xml:8455(para) +#: C/genius.xml:8521(para) msgid "" "Returns <constant>true</constant> if the element x is in the set X (where X " "is a vector pretending to be a set)." @@ -14978,16 +15039,16 @@ msgstr "" "Vrátit <constant>true</constant> (pravda), pokud je x prvkem množiny X (kde " "X je vektor považovaný za množinu)." -#: C/genius.xml:8460(term) +#: C/genius.xml:8526(term) msgid "<anchor id=\"gel-function-IsSubset\"/>IsSubset" msgstr "<anchor id=\"gel-function-IsSubset\"/>IsSubset" -#: C/genius.xml:8462(synopsis) +#: C/genius.xml:8528(synopsis) #, no-wrap msgid "IsSubset (X, Y)" msgstr "IsSubset (X, Y)" -#: C/genius.xml:8463(para) +#: C/genius.xml:8529(para) msgid "" "Returns <constant>true</constant> if X is a subset of Y (X and Y are vectors " "pretending to be sets)." @@ -14995,64 +15056,64 @@ msgstr "" "Vrátit <constant>true</constant> (pravda), pokud X je podmnožinu Y (X a Y " "jsou vektory považované za množiny)." -#: C/genius.xml:8468(term) +#: C/genius.xml:8534(term) msgid "<anchor id=\"gel-function-MakeSet\"/>MakeSet" msgstr "<anchor id=\"gel-function-MakeSet\"/>MakeSet" -#: C/genius.xml:8470(synopsis) +#: C/genius.xml:8536(synopsis) #, no-wrap msgid "MakeSet (X)" msgstr "MakeSet (X)" -#: C/genius.xml:8471(para) +#: C/genius.xml:8537(para) msgid "Returns a vector where every element of X appears only once." msgstr "Vrátit vektor, ve kterém se každý prvek X vyskytuje jen jednou." -#: C/genius.xml:8476(term) +#: C/genius.xml:8542(term) msgid "<anchor id=\"gel-function-SetMinus\"/>SetMinus" msgstr "<anchor id=\"gel-function-SetMinus\"/>SetMinus" -#: C/genius.xml:8478(synopsis) +#: C/genius.xml:8544(synopsis) #, no-wrap msgid "SetMinus (X,Y)" msgstr "SetMinus (X,Y)" -#: C/genius.xml:8479(para) +#: C/genius.xml:8545(para) msgid "" "Returns a set theoretic difference X-Y (X and Y are vectors pretending to be " "sets)." msgstr "Vrátit rozdíl množin X-Y (X a Y jsou vektory považované za množiny)." -#: C/genius.xml:8484(term) +#: C/genius.xml:8550(term) msgid "<anchor id=\"gel-function-Union\"/>Union" msgstr "<anchor id=\"gel-function-Union\"/>Union" -#: C/genius.xml:8486(synopsis) +#: C/genius.xml:8552(synopsis) #, no-wrap msgid "Union (X,Y)" msgstr "Union (X,Y)" -#: C/genius.xml:8487(para) +#: C/genius.xml:8553(para) msgid "" "Returns a set theoretic union of X and Y (X and Y are vectors pretending to " "be sets)." msgstr "" "Vrátit sjednocení množin X a Y (X a Y jsou vektory považované za množiny)." -#: C/genius.xml:8495(title) +#: C/genius.xml:8561(title) msgid "Commutative Algebra" msgstr "Komutativní algebra" -#: C/genius.xml:8498(term) +#: C/genius.xml:8564(term) msgid "<anchor id=\"gel-function-MacaulayBound\"/>MacaulayBound" msgstr "<anchor id=\"gel-function-MacaulayBound\"/>MacaulayBound" -#: C/genius.xml:8500(synopsis) +#: C/genius.xml:8566(synopsis) #, no-wrap msgid "MacaulayBound (c,d)" msgstr "MacaulayBound (c,d)" -#: C/genius.xml:8501(para) +#: C/genius.xml:8567(para) msgid "" "For a Hilbert function that is c for degree d, given the Macaulay bound for " "the Hilbert function of degree d+1 (The c^<d> operator from Green's " @@ -15061,61 +15122,61 @@ msgstr "" "Pro Hilbertovu funkci jde o c pro stupeň d, daný Macaulayho ohraničením pro " "Hilbertovu funkci stupně d+1 (operátor c^<d> z Greenova důkazu)" -#: C/genius.xml:8507(term) +#: C/genius.xml:8573(term) msgid "" "<anchor id=\"gel-function-MacaulayLowerOperator\"/>MacaulayLowerOperator" msgstr "" "<anchor id=\"gel-function-MacaulayLowerOperator\"/>MacaulayLowerOperator" -#: C/genius.xml:8509(synopsis) +#: C/genius.xml:8575(synopsis) #, no-wrap msgid "MacaulayLowerOperator (c,d)" msgstr "MacaulayLowerOperator (c,d)" -#: C/genius.xml:8510(para) +#: C/genius.xml:8576(para) msgid "The c_<d> operator from Green's proof of Macaulay's Theorem." msgstr "Operátor c_<d> z Greenova důkazu Macaulayova teorému" -#: C/genius.xml:8516(term) +#: C/genius.xml:8582(term) msgid "<anchor id=\"gel-function-MacaulayRep\"/>MacaulayRep" msgstr "<anchor id=\"gel-function-MacaulayRep\"/>MacaulayRep" -#: C/genius.xml:8518(synopsis) +#: C/genius.xml:8584(synopsis) #, no-wrap msgid "MacaulayRep (c,d)" msgstr "MacaulayRep (c,d)" -#: C/genius.xml:8519(para) +#: C/genius.xml:8585(para) msgid "Return the dth Macaulay representation of a positive integer c." msgstr "Vrátit d-tou Macaulayho reprezentaci celého kladného čísla c." -#: C/genius.xml:8527(title) +#: C/genius.xml:8593(title) msgid "Miscellaneous" msgstr "Různé" -#: C/genius.xml:8530(term) +#: C/genius.xml:8596(term) msgid "<anchor id=\"gel-function-ASCIIToString\"/>ASCIIToString" msgstr "<anchor id=\"gel-function-ASCIIToString\"/>ASCIIToString" -#: C/genius.xml:8532(synopsis) +#: C/genius.xml:8598(synopsis) #, no-wrap msgid "ASCIIToString (vec)" msgstr "ASCIIToString (vektor)" -#: C/genius.xml:8533(para) +#: C/genius.xml:8599(para) msgid "Convert a vector of ASCII values to a string." msgstr "Převést vektor hodnost ASCII na řetězec." -#: C/genius.xml:8538(term) +#: C/genius.xml:8604(term) msgid "<anchor id=\"gel-function-AlphabetToString\"/>AlphabetToString" msgstr "<anchor id=\"gel-function-AlphabetToString\"/>AlphabetToString" -#: C/genius.xml:8540(synopsis) +#: C/genius.xml:8606(synopsis) #, no-wrap msgid "AlphabetToString (vec,alphabet)" msgstr "AlphabetToString (vektor,abeceda)" -#: C/genius.xml:8541(para) +#: C/genius.xml:8607(para) msgid "" "Convert a vector of 0-based alphabet values (positions in the alphabet " "string) to a string." @@ -15123,29 +15184,29 @@ msgstr "" "Převést vektor hodnot abecedy (pozic v řetězci abecedy) počítaných od 0 na " "řetězec." -#: C/genius.xml:8546(term) +#: C/genius.xml:8612(term) msgid "<anchor id=\"gel-function-StringToASCII\"/>StringToASCII" msgstr "<anchor id=\"gel-function-StringToASCII\"/>StringToASCII" -#: C/genius.xml:8548(synopsis) +#: C/genius.xml:8614(synopsis) #, no-wrap msgid "StringToASCII (str)" msgstr "StringToASCII (retezec)" -#: C/genius.xml:8549(para) +#: C/genius.xml:8615(para) msgid "Convert a string to a vector of ASCII values." msgstr "Převést retezec na vektor hodnot ASCII." -#: C/genius.xml:8554(term) +#: C/genius.xml:8620(term) msgid "<anchor id=\"gel-function-StringToAlphabet\"/>StringToAlphabet" msgstr "<anchor id=\"gel-function-StringToAlphabet\"/>StringToAlphabet" -#: C/genius.xml:8556(synopsis) +#: C/genius.xml:8622(synopsis) #, no-wrap msgid "StringToAlphabet (str,alphabet)" msgstr "StringToAlphabet (retezec,abeceda)" -#: C/genius.xml:8557(para) +#: C/genius.xml:8623(para) msgid "" "Convert a string to a vector of 0-based alphabet values (positions in the " "alphabet string), -1's for unknown letters." @@ -15153,26 +15214,26 @@ msgstr "" "Převést řetězec na vektor hodnot abecedy (pozic v řetězci) počítaných od 0, " "za neznámé znaky se dosadí -1." -#: C/genius.xml:8565(title) +#: C/genius.xml:8631(title) msgid "Symbolic Operations" msgstr "Symbolické operace" -#: C/genius.xml:8568(term) +#: C/genius.xml:8634(term) msgid "<anchor id=\"gel-function-SymbolicDerivative\"/>SymbolicDerivative" msgstr "<anchor id=\"gel-function-SymbolicDerivative\"/>SymbolicDerivative" -#: C/genius.xml:8570(synopsis) +#: C/genius.xml:8636(synopsis) #, no-wrap msgid "SymbolicDerivative (f)" msgstr "SymbolicDerivative (f)" -#: C/genius.xml:8571(para) +#: C/genius.xml:8637(para) msgid "" "Attempt to symbolically differentiate the function f, where f is a function " "of one variable." msgstr "Zkusit symbolicky derivovat funkci f, kde f je funkce jedné proměnné." -#: C/genius.xml:8572(para) +#: C/genius.xml:8638(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>SymbolicDerivative(sin)</userinput>\n" @@ -15190,18 +15251,18 @@ msgstr "" "= (`(x)=(7*(2*x)))\n" "</screen>" -#: C/genius.xml:8584(term) +#: C/genius.xml:8654(term) msgid "" "<anchor id=\"gel-function-SymbolicDerivativeTry\"/>SymbolicDerivativeTry" msgstr "" "<anchor id=\"gel-function-SymbolicDerivativeTry\"/>SymbolicDerivativeTry" -#: C/genius.xml:8586(synopsis) +#: C/genius.xml:8656(synopsis) #, no-wrap msgid "SymbolicDerivativeTry (f)" msgstr "SymbolicDerivativeTry (f)" -#: C/genius.xml:8587(para) +#: C/genius.xml:8657(para) msgid "" "Attempt to symbolically differentiate the function f, where f is a function " "of one variable, returns <constant>null</constant> if unsuccessful but is " @@ -15212,18 +15273,18 @@ msgstr "" "neúspěchu vrátit potichu <constant>null</constant>. (Viz <link linkend=\"gel-" "function-SymbolicDerivative\"><function>SymbolicDerivative</function></link>)" -#: C/genius.xml:8594(term) +#: C/genius.xml:8668(term) msgid "" "<anchor id=\"gel-function-SymbolicNthDerivative\"/>SymbolicNthDerivative" msgstr "" "<anchor id=\"gel-function-SymbolicNthDerivative\"/>SymbolicNthDerivative" -#: C/genius.xml:8596(synopsis) +#: C/genius.xml:8670(synopsis) #, no-wrap msgid "SymbolicNthDerivative (f,n)" msgstr "SymbolicNthDerivative (f,n)" -#: C/genius.xml:8597(para) +#: C/genius.xml:8671(para) msgid "" "Attempt to symbolically differentiate a function n times. (See <link linkend=" "\"gel-function-SymbolicDerivative\"><function>SymbolicDerivative</function></" @@ -15232,7 +15293,7 @@ msgstr "" "Zkusit symbolicky n-krát derivovat funkci. (Viz <link linkend=\"gel-function-" "SymbolicDerivative\"><function>SymbolicDerivative</function></link>)" -#: C/genius.xml:8604(term) +#: C/genius.xml:8682(term) msgid "" "<anchor id=\"gel-function-SymbolicNthDerivativeTry\"/" ">SymbolicNthDerivativeTry" @@ -15240,12 +15301,12 @@ msgstr "" "<anchor id=\"gel-function-SymbolicNthDerivativeTry\"/" ">SymbolicNthDerivativeTry" -#: C/genius.xml:8606(synopsis) +#: C/genius.xml:8684(synopsis) #, no-wrap msgid "SymbolicNthDerivativeTry (f,n)" msgstr "SymbolicNthDerivativeTry (f,n)" -#: C/genius.xml:8607(para) +#: C/genius.xml:8685(para) msgid "" "Attempt to symbolically differentiate a function n times quietly and return " "<constant>null</constant> on failure (See <link linkend=\"gel-function-" @@ -15255,7 +15316,7 @@ msgstr "" "<constant>null</constant>. (Viz <link linkend=\"gel-function-" "SymbolicNthDerivative\"><function>SymbolicNthDerivative</function></link>)" -#: C/genius.xml:8614(term) +#: C/genius.xml:8696(term) msgid "" "<anchor id=\"gel-function-SymbolicTaylorApproximationFunction\"/" ">SymbolicTaylorApproximationFunction" @@ -15263,12 +15324,12 @@ msgstr "" "<anchor id=\"gel-function-SymbolicTaylorApproximationFunction\"/" ">SymbolicTaylorApproximationFunction" -#: C/genius.xml:8616(synopsis) +#: C/genius.xml:8698(synopsis) #, no-wrap msgid "SymbolicTaylorApproximationFunction (f,x0,n)" msgstr "SymbolicTaylorApproximationFunction (f,x0,n)" -#: C/genius.xml:8617(para) +#: C/genius.xml:8699(para) msgid "" "Attempt to construct the Taylor approximation function around x0 to the nth " "degree. (See <link linkend=\"gel-function-SymbolicDerivative" @@ -15278,21 +15339,21 @@ msgstr "" "aproximuje zadanou funkci. (Viz <link linkend=\"gel-function-" "SymbolicDerivative\"><function>SymbolicDerivative</function></link>)" -#: C/genius.xml:8629(term) +#: C/genius.xml:8711(term) msgid "<anchor id=\"gel-function-ExportPlot\"/>ExportPlot" msgstr "<anchor id=\"gel-function-ExportPlot\"/>ExportPlot" -#: C/genius.xml:8631(synopsis) +#: C/genius.xml:8713(synopsis) #, no-wrap msgid "ExportPlot (file,type)" msgstr "ExportPlot (soubor,typ)" -#: C/genius.xml:8632(synopsis) +#: C/genius.xml:8714(synopsis) #, no-wrap msgid "ExportPlot (file)" msgstr "ExportPlot (soubor)" -#: C/genius.xml:8633(para) +#: C/genius.xml:8715(para) msgid "" "Export the contents of the plotting window to a file. The type is a string " "that specifies the file type to use, \"png\", \"eps\", or \"ps\". If the " @@ -15304,11 +15365,11 @@ msgstr "" "zadán, určí se podle přípony, která by v takovém případě mela být „.png“, „." "eps“ nebo „.ps“." -#: C/genius.xml:8640(para) +#: C/genius.xml:8722(para) msgid "Note that files are overwritten without asking." msgstr "Upozorňujeme, že soubory se přepisují bez dotazu." -#: C/genius.xml:8643(para) +#: C/genius.xml:8725(para) msgid "" "On successful export, true is returned. Otherwise error is printed and " "exception is raised." @@ -15316,7 +15377,7 @@ msgstr "" "Při úspěšném exportu je vrácena hodnota pravda. Jinak je vypsána chyba a " "vyvolána výjimka." -#: C/genius.xml:8647(para) +#: C/genius.xml:8729(para) msgid "" "Examples: <screen><prompt>genius></prompt> <userinput>ExportPlot(\"file." "png\")</userinput>\n" @@ -15330,36 +15391,36 @@ msgstr "" "\")</userinput>\n" "</screen>" -#: C/genius.xml:8658(term) +#: C/genius.xml:8740(term) msgid "<anchor id=\"gel-function-LinePlot\"/>LinePlot" msgstr "<anchor id=\"gel-function-LinePlot\"/>LinePlot" -#: C/genius.xml:8660(synopsis) +#: C/genius.xml:8742(synopsis) #, no-wrap msgid "LinePlot (func1,func2,func3,...)" msgstr "LinePlot (fce1,fce2,fce3,...)" -#: C/genius.xml:8661(synopsis) +#: C/genius.xml:8743(synopsis) #, no-wrap msgid "LinePlot (func1,func2,func3,x1,x2)" msgstr "LinePlot (fce1,fce2,fce3,x1,x2)" -#: C/genius.xml:8662(synopsis) +#: C/genius.xml:8744(synopsis) #, no-wrap msgid "LinePlot (func1,func2,func3,x1,x2,y1,y2)" msgstr "LinePlot (fce1,fce2,fce3,x1,x2,y1,y2)" -#: C/genius.xml:8663(synopsis) +#: C/genius.xml:8745(synopsis) #, no-wrap msgid "LinePlot (func1,func2,func3,[x1,x2])" msgstr "LinePlot (fce1,fce2,fce3,[x1,x2])" -#: C/genius.xml:8664(synopsis) +#: C/genius.xml:8746(synopsis) #, no-wrap msgid "LinePlot (func1,func2,func3,[x1,x2,y1,y2])" msgstr "LinePlot (fce1,fce2,fce3,[x1,x2,y1,y2])" -#: C/genius.xml:8665(para) +#: C/genius.xml:8747(para) msgid "" "Plot a function (or several functions) with a line. First (up to 10) " "arguments are functions, then optionally you can specify the limits of the " @@ -15378,8 +15439,8 @@ msgstr "" "\"><function>LinePlotWindow</function></link>). Pokud nejsou zadány jen meze " "v ose y, funkce se propočítají a vezme se jejich minimum a maximu." -#: C/genius.xml:8676(para) C/genius.xml:8839(para) C/genius.xml:8866(para) -#: C/genius.xml:8968(para) C/genius.xml:9271(para) +#: C/genius.xml:8758(para) C/genius.xml:8949(para) C/genius.xml:8976(para) +#: C/genius.xml:9078(para) C/genius.xml:9381(para) msgid "" "The parameter <link linkend=\"gel-function-LinePlotDrawLegends" "\"><function>LinePlotDrawLegends</function></link> controls the drawing of " @@ -15389,7 +15450,7 @@ msgstr "" "\"><function>LinePlotDrawLegends</function></link> ovládá vykreslování " "legendy." -#: C/genius.xml:8681(para) +#: C/genius.xml:8763(para) msgid "" "Examples: <screen><prompt>genius></prompt> <userinput>LinePlot(sin,cos)</" "userinput>\n" @@ -15403,16 +15464,16 @@ msgstr "" "userinput>\n" "</screen>" -#: C/genius.xml:8691(term) +#: C/genius.xml:8773(term) msgid "<anchor id=\"gel-function-LinePlotClear\"/>LinePlotClear" msgstr "<anchor id=\"gel-function-LinePlotClear\"/>LinePlotClear" -#: C/genius.xml:8693(synopsis) +#: C/genius.xml:8775(synopsis) #, no-wrap msgid "LinePlotClear ()" msgstr "LinePlotClear ()" -#: C/genius.xml:8694(para) +#: C/genius.xml:8776(para) msgid "" "Show the line plot window and clear out functions and any other lines that " "were drawn." @@ -15420,33 +15481,39 @@ msgstr "" "Zobrazí okno pro vykreslování čar a vymaže funkce a ostatní čáry, které jsou " "v něm vykresleny." -#: C/genius.xml:8702(term) +#: C/genius.xml:8784(term) msgid "<anchor id=\"gel-function-LinePlotDrawLine\"/>LinePlotDrawLine" msgstr "<anchor id=\"gel-function-LinePlotDrawLine\"/>LinePlotDrawLine" -#: C/genius.xml:8704(synopsis) +#: C/genius.xml:8786(synopsis) #, no-wrap msgid "LinePlotDrawLine (x1,y1,x2,y2,...)" msgstr "LinePlotDrawLine (x1,y1,x2,y2,...)" -#: C/genius.xml:8705(synopsis) +#: C/genius.xml:8787(synopsis) #, no-wrap msgid "LinePlotDrawLine (v,...)" msgstr "LinePlotDrawLine (v,...)" -#: C/genius.xml:8706(para) +#: C/genius.xml:8788(para) msgid "" "Draw a line from <varname>x1</varname>,<varname>y1</varname> to <varname>x2</" "varname>,<varname>y2</varname>. <varname>x1</varname>,<varname>y1</varname>, " "<varname>x2</varname>,<varname>y2</varname> can be replaced by an " -"<varname>n</varname> by 2 matrix for a longer polyline." +"<varname>n</varname> by 2 matrix for a longer polyline. Alternatively the " +"vector <varname>v</varname> may be a column vector of complex numbers, that " +"is an <varname>n</varname> by 1 matrix and each complex number is then " +"considered a point in the plane." msgstr "" "Vykreslit čáru z <varname>x1</varname>,<varname>y1</varname> do <varname>x2</" "varname>,<varname>y2</varname>. <varname>x1</varname>,<varname>y1</varname>, " "<varname>x2</varname>,<varname>y2</varname> může být pro delší lomené čáry " -"nahrazeno maticí <varname>n</varname> krát 2." +"nahrazeno maticí <varname>n</varname> krát 2. Připadně vektor <varname>v</" +"varname> může být sloupcový vektor komplexních čísel, což je matice " +"<varname>n</varname> krát 1 a jednotlivá komplexní čísla jsou pak považována " +"za body v rovině." -#: C/genius.xml:8713(para) +#: C/genius.xml:8798(para) msgid "" "Extra parameters can be added to specify line color, thickness, arrows, the " "plotting window, or legend. You can do this by adding an argument string " @@ -15464,7 +15531,7 @@ msgstr "" "4prvkový vektor, typ šipky nebo legendu. (Šipka a okno jsou podporovány od " "verze 1.0.6.)" -#: C/genius.xml:8723(para) C/genius.xml:9126(para) +#: C/genius.xml:8808(para) C/genius.xml:9236(para) msgid "" "The color should be either a string indicating the common English word for " "the color that GTK will recognize such as <userinput>\"red\"</userinput>, " @@ -15487,7 +15554,7 @@ msgstr "" "určení barvy vektorem reálných čísel, která představují červenou, zelenou a " "modrou složku v rozmezí 0 až 1, např. <userinput>[1.0,0.5,0.1]</userinput>." -#: C/genius.xml:8734(para) C/genius.xml:8795(para) +#: C/genius.xml:8819(para) C/genius.xml:8893(para) msgid "" "The window should be given as usual as <userinput>[x1,x2,y1,y2]</userinput>, " "or alternatively can be given as a string <userinput>\"fit\"</userinput> in " @@ -15499,7 +15566,7 @@ msgstr "" "userinput>, v kterémž to případě bude rozsah x určen přesně a rozsah y bude " "nastaven s pětiprocentním přesahem křivky." -#: C/genius.xml:8741(para) +#: C/genius.xml:8826(para) msgid "" "Arrow specification should be <userinput>\"origin\"</userinput>, <userinput>" "\"end\"</userinput>, <userinput>\"both\"</userinput>, or <userinput>\"none" @@ -15509,8 +15576,8 @@ msgstr "" "<userinput>\"end\"</userinput> (konec), <userinput>\"both\"</userinput> " "(obojí) nebo <userinput>\"none\"</userinput> (nic)." -#: C/genius.xml:8748(para) C/genius.xml:8802(para) C/genius.xml:9144(para) -#: C/genius.xml:9198(para) +#: C/genius.xml:8833(para) C/genius.xml:8900(para) C/genius.xml:9254(para) +#: C/genius.xml:9308(para) msgid "" "Finally, legend should be a string that can be used as the legend in the " "graph. That is, if legends are being printed." @@ -15518,7 +15585,7 @@ msgstr "" "A nakonec legenda, která by měla být zadána jako řetězec, který se použije k " "osvětlení grafu. Samozřejmě jen v případě, že se legenda tiskne." -#: C/genius.xml:8752(para) +#: C/genius.xml:8837(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>LinePlotDrawLine(0,0,1,1,\"color\",\"blue\",\"thickness\",3)</" @@ -15548,35 +15615,60 @@ msgstr "" "userinput>\n" "</screen>" -#: C/genius.xml:8765(term) +#: C/genius.xml:8846(para) +msgid "" +"Unlike many other functions that do not care if they take a column or a row " +"vector, if specifying points as a vector of complex values, due to possible " +"ambiguities, it must always be given as a column vector." +msgstr "" +"Na rozdíl od většiny ostatních funkcí, u kterých je jedno, jestli je předán " +"sloupcový nebo řádkový vektor, při zadávání bodů v podobě vektoru " +"komplexních čísel je kvůli možným nejednoznačnostem nutné vždy zadat " +"sloupcový vektor." + +#: C/genius.xml:8852(para) +msgid "" +"Specifying <varname>v</varname> as a column vector of complex numbers is " +"implemented from version 1.0.22 and onwards." +msgstr "" +"Zadávání <varname>v</varname> jako sloupcového vektoru komplexních čísel je " +"implementováno od verze 1.0.22." + +#: C/genius.xml:8860(term) msgid "<anchor id=\"gel-function-LinePlotDrawPoints\"/>LinePlotDrawPoints" msgstr "<anchor id=\"gel-function-LinePlotDrawPoints\"/>LinePlotDrawPoints" -#: C/genius.xml:8767(synopsis) +#: C/genius.xml:8862(synopsis) #, no-wrap msgid "LinePlotDrawPoints (x,y,...)" msgstr "LinePlotDrawPoints (x,y,...)" -#: C/genius.xml:8768(synopsis) +#: C/genius.xml:8863(synopsis) #, no-wrap msgid "LinePlotDrawPoints (v,...)" msgstr "LinePlotDrawPoints (v,...)" -#: C/genius.xml:8769(para) +#: C/genius.xml:8864(para) msgid "" "Draw a point at <varname>x</varname>,<varname>y</varname>. The input can be " "an <varname>n</varname> by 2 matrix for <varname>n</varname> different " "points. This function has essentially the same input as <link linkend=\"gel-" -"function-LinePlotDrawLine\">LinePlotDrawLine</link>." +"function-LinePlotDrawLine\">LinePlotDrawLine</link>. Alternatively the " +"vector <varname>v</varname> may be a column vector of complex numbers, that " +"is an <varname>n</varname> by 1 matrix and each complex number is then " +"considered a point in the plane." msgstr "" "Vykreslit bod v <varname>x</varname>, <varname>y</varname>. Vstupem může být " "matice <varname>n</varname> krát 2 pro <varname>n</varname> různých bodů. " "Tato funkce má v podstatě stejné vstupní údaje jako <link linkend=\"gel-" -"function-LinePlotDrawLine\">LinePlotDrawLine</link>." +"function-LinePlotDrawLine\">LinePlotDrawLine</link>. Případně vektor " +"<varname>v</varname> může být sloupcový vektor komplexních čísel, což je " +"matice <varname>n</varname> krát 1 a jednotlivá komplexní čísla jsou " +"považována za body v rovině." -#: C/genius.xml:8775(para) +#: C/genius.xml:8873(para) msgid "" -"Extra parameters can be added to specify line color, thickness, the plotting " +"Extra parameters can be added to specify color, thickness, the plotting " "window, or legend. You can do this by adding an argument string <userinput>" "\"color\"</userinput>, <userinput>\"thickness\"</userinput>, <userinput>" "\"window\"</userinput>, or <userinput>\"legend\"</userinput>, and after it " @@ -15588,7 +15680,7 @@ msgstr "" "<userinput>\"window\"</userinput> nebo <userinput>\"legend\"</userinput> a " "za ním určit barvu, tloušťku, okno jako 4prvkový vektor nebo legendu." -#: C/genius.xml:8785(para) C/genius.xml:9181(para) +#: C/genius.xml:8883(para) C/genius.xml:9291(para) msgid "" "The color should be either a string indicating the common English word for " "the color that GTK will recognize such as <userinput>\"red\"</userinput>, " @@ -15610,7 +15702,7 @@ msgstr "" "reálných čísel, která představují červenou, zelenou a modrou složku v " "rozmezí 0 až 1." -#: C/genius.xml:8806(para) +#: C/genius.xml:8904(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>LinePlotDrawPoints(0,0,\"color\",\"blue\",\"thickness\",3)</" @@ -15619,51 +15711,80 @@ msgid "" "userinput>\n" "<prompt>genius></prompt> <userinput>LinePlotDrawPoints(RungeKuttaFull(`(x," "y)=y,0,3,100),\"color\",\"blue\",\"legend\",\"The Solution\")</userinput>\n" +"<prompt>genius></prompt> <userinput>LinePlotDrawPoints([1;1+1i;1i;0]," +"\"thickness\",5)</userinput>\n" +"<prompt>genius></prompt> " +"<userinput>LinePlotDrawPoints(ApplyOverMatrix((0:6)',`(k)=exp(k*2*pi*1i/7))," +"\"thickness\",3,\"legend\",\"The 7th roots of unity\")</userinput>\n" "</screen>" msgstr "" -"Příklady: <screen><prompt>genius></prompt> " +"Examples: <screen><prompt>genius></prompt> " "<userinput>LinePlotDrawPoints(0,0,\"color\",\"blue\",\"thickness\",3)</" "userinput>\n" "<prompt>genius></prompt> <userinput>LinePlotDrawPoints([0,0;1,-1;-1,-1])</" "userinput>\n" "<prompt>genius></prompt> <userinput>LinePlotDrawPoints(RungeKuttaFull(`(x," "y)=y,0,3,100),\"color\",\"blue\",\"legend\",\"Řešení\")</userinput>\n" +"<prompt>genius></prompt> <userinput>LinePlotDrawPoints([1;1+1i;1i;0]," +"\"thickness\",5)</userinput>\n" +"<prompt>genius></prompt> " +"<userinput>LinePlotDrawPoints(ApplyOverMatrix((0:6)',`(k)=exp(k*2*pi*1i/7))," +"\"thickness\",3,\"legend\",\"Sedmá odmocnina z jednotky\")</userinput>\n" "</screen>" -#: C/genius.xml:8813(para) -msgid "Available from version 1.0.18 onwards." -msgstr "Dostupné ve verzi 1.0.18 a novějších." +#: C/genius.xml:8913(para) +msgid "" +"Unlike many other functions that do not care if they take a column or a row " +"vector, if specifying points as a vector of complex values, due to possible " +"ambiguities, it must always be given as a column vector. Therefore, notice " +"in the last example the transpose of the vector <userinput>0:6</userinput> " +"to make it into a column vector." +msgstr "" +"Na rozdíl od většiny ostatních funkcí, u kterých je jedno, jestli jim " +"předáte sloupcový nebo řádkový vektor, může u předávání bodu v podobě " +"vektoru komplexních čísel docházet k nejednoznačnostem. Proto musíte vždy " +"předat sloupcový vektor. Všimněte si v posledním příkladu transpozice " +"vektoru <userinput>0:6</userinput>, aby se z něj stal sloupcový vektor." -#: C/genius.xml:8820(term) +#: C/genius.xml:8921(para) +msgid "" +"Available from version 1.0.18 onwards. Specifying <varname>v</varname> as a " +"column vector of complex numbers is implemented from version 1.0.22 and " +"onwards." +msgstr "" +"Dostupné od verze 1.0.18. Zadávání <varname>v</varname> v podobě sloupcového " +"vektoru komplexních čísel je implementováno od verze 1.0.22." + +#: C/genius.xml:8930(term) msgid "<anchor id=\"gel-function-LinePlotParametric\"/>LinePlotParametric" msgstr "<anchor id=\"gel-function-LinePlotParametric\"/>LinePlotParametric" -#: C/genius.xml:8822(synopsis) +#: C/genius.xml:8932(synopsis) #, no-wrap msgid "LinePlotParametric (xfunc,yfunc,...)" msgstr "LinePlotParametric (xfce,yfce,...)" -#: C/genius.xml:8823(synopsis) +#: C/genius.xml:8933(synopsis) #, no-wrap msgid "LinePlotParametric (xfunc,yfunc,t1,t2,tinc)" msgstr "LinePlotParametric (xfce,yfce,t1,t2,tprirust)" -#: C/genius.xml:8824(synopsis) +#: C/genius.xml:8934(synopsis) #, no-wrap msgid "LinePlotParametric (xfunc,yfunc,t1,t2,tinc,x1,x2,y1,y2)" msgstr "LinePlotParametric (xfce,yfce,t1,t2,tprirust,x1,x2,y1,y2)" -#: C/genius.xml:8825(synopsis) +#: C/genius.xml:8935(synopsis) #, no-wrap msgid "LinePlotParametric (xfunc,yfunc,t1,t2,tinc,[x1,x2,y1,y2])" msgstr "LinePlotParametric (xfce,yfce,t1,t2,tprirust,[x1,x2,y1,y2])" -#: C/genius.xml:8826(synopsis) +#: C/genius.xml:8936(synopsis) #, no-wrap msgid "LinePlotParametric (xfunc,yfunc,t1,t2,tinc,\"fit\")" msgstr "LinePlotParametric (xfce,yfce,t1,t2,tprirust, \"fit\")" -#: C/genius.xml:8827(para) +#: C/genius.xml:8937(para) msgid "" "Plot a parametric function with a line. First come the functions for " "<varname>x</varname> and <varname>y</varname> then optionally the " @@ -15675,7 +15796,7 @@ msgstr "" "volitelnými omezeními <userinput>t1,t2,tprirust</userinput> pro <varname>t</" "varname> a pak mezemi v podobě <userinput>x1,x2,y1,y2</userinput>." -#: C/genius.xml:8832(para) +#: C/genius.xml:8942(para) msgid "" "If x and y limits are not specified, then the currently set limits apply " "(See <link linkend=\"gel-function-LinePlotWindow\"><function>LinePlotWindow</" @@ -15687,26 +15808,26 @@ msgstr "" "function></link>). Místo mezí x a y je možné zadat řetězec \"fit\" a meze se " "pak zvolí podle maximálního rozsahu grafu." -#: C/genius.xml:8848(term) +#: C/genius.xml:8958(term) msgid "<anchor id=\"gel-function-LinePlotCParametric\"/>LinePlotCParametric" msgstr "<anchor id=\"gel-function-LinePlotCParametric\"/>LinePlotCParametric" -#: C/genius.xml:8850(synopsis) +#: C/genius.xml:8960(synopsis) #, no-wrap msgid "LinePlotCParametric (func,...)" msgstr "LinePlotCParametric (fce,...)" -#: C/genius.xml:8851(synopsis) +#: C/genius.xml:8961(synopsis) #, no-wrap msgid "LinePlotCParametric (func,t1,t2,tinc)" msgstr "LinePlotCParametric (fce,t1,t2,tprirust)" -#: C/genius.xml:8852(synopsis) +#: C/genius.xml:8962(synopsis) #, no-wrap msgid "LinePlotCParametric (func,t1,t2,tinc,x1,x2,y1,y2)" msgstr "LinePlotCParametric (fce,t1,t2,tprirust,x1,x2,y1,y2)" -#: C/genius.xml:8853(para) +#: C/genius.xml:8963(para) msgid "" "Plot a parametric complex valued function with a line. First comes the " "function that returns <computeroutput>x+iy</computeroutput>, then optionally " @@ -15719,7 +15840,7 @@ msgstr "" "tprirust</userinput> pro <varname>t</varname> a pak mezemi v podobě " "<userinput>x1,x2,y1,y2</userinput>." -#: C/genius.xml:8859(para) +#: C/genius.xml:8969(para) msgid "" "If limits are not specified, then the currently set limits apply (See <link " "linkend=\"gel-function-LinePlotWindow\"><function>LinePlotWindow</function></" @@ -15731,16 +15852,16 @@ msgstr "" "function></link>). Místo mezí x a y je možné zadat řetězec \"fit\" a meze se " "pak zvolí podle maximálního rozsahu grafu." -#: C/genius.xml:8875(term) +#: C/genius.xml:8985(term) msgid "<anchor id=\"gel-function-PlotCanvasFreeze\"/>PlotCanvasFreeze" msgstr "<anchor id=\"gel-function-PlotCanvasFreeze\"/>PlotCanvasFreeze" -#: C/genius.xml:8877(synopsis) +#: C/genius.xml:8987(synopsis) #, no-wrap msgid "PlotCanvasFreeze ()" msgstr "PlotCanvasFreeze ()" -#: C/genius.xml:8878(para) +#: C/genius.xml:8988(para) msgid "" "Freeze drawing of the canvas plot temporarily. Useful if you need to draw a " "bunch of elements and want to delay drawing everything to avoid flicker in " @@ -15753,7 +15874,7 @@ msgstr "" "zavolat funkci <link linkend=\"gel-function-PlotCanvasThaw" "\"><function>PlotCanvasThaw</function></link>." -#: C/genius.xml:8883(para) +#: C/genius.xml:8993(para) msgid "" "The canvas is always thawed after end of any execution, so it will never " "remain frozen. The moment a new command line is shown for example the plot " @@ -15765,16 +15886,16 @@ msgstr "" "příkazový řádek, dojde k automatickému rozmrazení. Také si všimněte, že " "volání zmrazení a rozmrazení mohou být zanořená." -#: C/genius.xml:8893(term) +#: C/genius.xml:9003(term) msgid "<anchor id=\"gel-function-PlotCanvasThaw\"/>PlotCanvasThaw" msgstr "<anchor id=\"gel-function-PlotCanvasThaw\"/>PlotCanvasThaw" -#: C/genius.xml:8895(synopsis) +#: C/genius.xml:9005(synopsis) #, no-wrap msgid "PlotCanvasThaw ()" msgstr "PlotCanvasThaw ()" -#: C/genius.xml:8896(para) +#: C/genius.xml:9006(para) msgid "" "Thaw the plot canvas frozen by <link linkend=\"gel-function-PlotCanvasFreeze" "\"><function>PlotCanvasFreeze</function></link> and redraw the canvas " @@ -15786,22 +15907,22 @@ msgstr "" "ihned jej překreslí. Platno je také rozmrazeno vždy po skončení provádění " "libovolného programu." -#: C/genius.xml:8907(term) +#: C/genius.xml:9017(term) msgid "<anchor id=\"gel-function-PlotWindowPresent\"/>PlotWindowPresent" msgstr "<anchor id=\"gel-function-PlotWindowPresent\"/>PlotWindowPresent" -#: C/genius.xml:8909(synopsis) +#: C/genius.xml:9019(synopsis) #, no-wrap msgid "PlotWindowPresent ()" msgstr "PlotWindowPresent ()" -#: C/genius.xml:8910(para) +#: C/genius.xml:9020(para) msgid "" "Show and raise the plot window, creating it if necessary. Normally the " "window is created when one of the plotting functions is called, but it is " "not always raised if it happens to be below other windows. So this function " "is good to call in scripts where the plot window might have been created " -"before, and by now hidden behind the console or other windows." +"before, and by now is hidden behind the console or other windows." msgstr "" "Zobrazí a přenese do popředí vykreslovací okno, případně jej vytvoří, pokud " "je třeba. Normálně je okno vytvořeno, když je zavolána některá z kreslících " @@ -15809,11 +15930,11 @@ msgstr "" "okny. Proto je dobré volat tento kript, když bylo vykreslovací okno " "vytvořeno již dříve a nyní je schováno za konzolí nebo jinými okny." -#: C/genius.xml:8919(para) +#: C/genius.xml:9029(para) msgid "Version 1.0.19 onwards." msgstr "Verze 1.0.19 a novější." -#: C/genius.xml:8924(term) +#: C/genius.xml:9034(term) msgid "" "<anchor id=\"gel-function-SlopefieldClearSolutions\"/" ">SlopefieldClearSolutions" @@ -15821,12 +15942,12 @@ msgstr "" "<anchor id=\"gel-function-SlopefieldClearSolutions\"/" ">SlopefieldClearSolutions" -#: C/genius.xml:8926(synopsis) +#: C/genius.xml:9036(synopsis) #, no-wrap msgid "SlopefieldClearSolutions ()" msgstr "SlopefieldClearSolutions ()" -#: C/genius.xml:8927(para) +#: C/genius.xml:9037(para) msgid "" "Clears the solutions drawn by the <link linkend=\"gel-function-" "SlopefieldDrawSolution\"><function>SlopefieldDrawSolution</function></link> " @@ -15835,18 +15956,18 @@ msgstr "" "Vymazat řešení vykreslená funkcí <link linkend=\"gel-function-" "SlopefieldDrawSolution\"><function>SlopefieldDrawSolution</function></link>." -#: C/genius.xml:8936(term) +#: C/genius.xml:9046(term) msgid "" "<anchor id=\"gel-function-SlopefieldDrawSolution\"/>SlopefieldDrawSolution" msgstr "" "<anchor id=\"gel-function-SlopefieldDrawSolution\"/>SlopefieldDrawSolution" -#: C/genius.xml:8938(synopsis) +#: C/genius.xml:9048(synopsis) #, no-wrap msgid "SlopefieldDrawSolution (x, y, dx)" msgstr "SlopefieldDrawSolution (x, y, dx)" -#: C/genius.xml:8939(para) +#: C/genius.xml:9049(para) msgid "" "When a slope field plot is active, draw a solution with the specified " "initial condition. The standard Runge-Kutta method is used with increment " @@ -15864,21 +15985,21 @@ msgstr "" "link>. Pro vykreslení řešení můžete použít i grafické rozhraní a počáteční " "podmínky zadat pomocí myši." -#: C/genius.xml:8953(term) +#: C/genius.xml:9063(term) msgid "<anchor id=\"gel-function-SlopefieldPlot\"/>SlopefieldPlot" msgstr "<anchor id=\"gel-function-SlopefieldPlot\"/>SlopefieldPlot" -#: C/genius.xml:8955(synopsis) +#: C/genius.xml:9065(synopsis) #, no-wrap msgid "SlopefieldPlot (func)" msgstr "SlopefieldPlot (fce)" -#: C/genius.xml:8956(synopsis) +#: C/genius.xml:9066(synopsis) #, no-wrap msgid "SlopefieldPlot (func,x1,x2,y1,y2)" msgstr "SlopefieldPlot (fce,x1,x2,y1,y2)" -#: C/genius.xml:8957(para) +#: C/genius.xml:9067(para) msgid "" "Plot a slope field. The function <varname>func</varname> should take two " "real numbers <varname>x</varname> and <varname>y</varname>, or a single " @@ -15896,46 +16017,46 @@ msgstr "" "aktuálně nastavení mezí (viz <link linkend=\"gel-function-LinePlotWindow" "\"><function>LinePlotWindow</function></link>)." -#: C/genius.xml:8973(para) +#: C/genius.xml:9083(para) msgid "" -"Examples: <screen><prompt>genius></prompt> <userinput>Slopefield(`(x," +"Examples: <screen><prompt>genius></prompt> <userinput>SlopefieldPlot(`(x," "y)=sin(x-y),-5,5,-5,5)</userinput>\n" "</screen>" msgstr "" -"Příklady: <screen><prompt>genius></prompt> <userinput>Slopefield(`(x," +"Příklady: <screen><prompt>genius></prompt> <userinput>SlopefieldPlot(`(x," "y)=sin(x-y),-5,5,-5,5)</userinput>\n" "</screen>" -#: C/genius.xml:8982(term) +#: C/genius.xml:9092(term) msgid "<anchor id=\"gel-function-SurfacePlot\"/>SurfacePlot" msgstr "<anchor id=\"gel-function-SurfacePlot\"/>SurfacePlot" -#: C/genius.xml:8984(synopsis) +#: C/genius.xml:9094(synopsis) #, no-wrap msgid "SurfacePlot (func)" msgstr "SurfacePlot (fce)" -#: C/genius.xml:8985(synopsis) +#: C/genius.xml:9095(synopsis) #, no-wrap msgid "SurfacePlot (func,x1,x2,y1,y2,z1,z2)" msgstr "SurfacePlot (fce,x1,x2,y1,y2,z1,z2)" -#: C/genius.xml:8986(synopsis) +#: C/genius.xml:9096(synopsis) #, no-wrap msgid "SurfacePlot (func,x1,x2,y1,y2)" msgstr "SurfacePlot (fce,x1,x2,y1,y2)" -#: C/genius.xml:8987(synopsis) +#: C/genius.xml:9097(synopsis) #, no-wrap msgid "SurfacePlot (func,[x1,x2,y1,y2,z1,z2])" msgstr "SurfacePlot (fce,[x1,x2,y1,y2,z1,z2])" -#: C/genius.xml:8988(synopsis) +#: C/genius.xml:9098(synopsis) #, no-wrap msgid "SurfacePlot (func,[x1,x2,y1,y2])" msgstr "SurfacePlot (fce,[x1,x2,y1,y2])" -#: C/genius.xml:8989(para) +#: C/genius.xml:9099(para) msgid "" "Plot a surface function that takes either two arguments or a complex number. " "First comes the function then optionally limits as <varname>x1</varname>, " @@ -15953,13 +16074,13 @@ msgstr "" "function-LinePlotWindow\"><function>SurfacePlotWindow</function></link>). V " "současnosti umí Genius vykreslovat jen funkci jedné plochy." -#: C/genius.xml:8997(para) +#: C/genius.xml:9107(para) msgid "" "If the z limits are not specified then the maxima and minima of the function " "are used." msgstr "Když nejsou meze zadány, použije se pro ně minimum a maximum funkce." -#: C/genius.xml:9000(para) +#: C/genius.xml:9110(para) msgid "" "Examples: <screen><prompt>genius></prompt> <userinput>SurfacePlot(|" "sin|,-1,1,-1,1,0,1.5)</userinput>\n" @@ -15977,16 +16098,16 @@ msgstr "" "^2,-1,1,-1,1,0,2)</userinput>\n" "</screen>" -#: C/genius.xml:9011(term) +#: C/genius.xml:9121(term) msgid "<anchor id=\"gel-function-SurfacePlotClear\"/>SurfacePlotClear" msgstr "<anchor id=\"gel-function-SurfacePlotClear\"/>SurfacePlotClear" -#: C/genius.xml:9013(synopsis) +#: C/genius.xml:9123(synopsis) #, no-wrap msgid "SurfacePlotClear ()" msgstr "SurfacePlotClear ()" -#: C/genius.xml:9014(para) +#: C/genius.xml:9124(para) msgid "" "Show the surface plot window and clear out functions and any other lines " "that were drawn." @@ -15994,45 +16115,45 @@ msgstr "" "Zobrazí okno pro vykreslování povrchů a vymaže funkce a ostatní čáry, které " "jsou v něm vykresleny." -#: C/genius.xml:9018(para) +#: C/genius.xml:9128(para) msgid "Available in version 1.0.19 and onwards." msgstr "Dostupné ve verzi 1.0.19 a novějších." -#: C/genius.xml:9025(term) +#: C/genius.xml:9135(term) msgid "<anchor id=\"gel-function-SurfacePlotData\"/>SurfacePlotData" msgstr "<anchor id=\"gel-function-SurfacePlotData\"/>SurfacePlotData" -#: C/genius.xml:9027(synopsis) +#: C/genius.xml:9137(synopsis) #, no-wrap msgid "SurfacePlotData (data)" msgstr "SurfacePlotData (data)" -#: C/genius.xml:9028(synopsis) +#: C/genius.xml:9138(synopsis) #, no-wrap msgid "SurfacePlotData (data,label)" msgstr "SurfacePlotData (data,popisek)" -#: C/genius.xml:9029(synopsis) +#: C/genius.xml:9139(synopsis) #, no-wrap msgid "SurfacePlotData (data,x1,x2,y1,y2,z1,z2)" msgstr "SurfacePlotData (data,x1,x2,y1,y2,z1,z2)" -#: C/genius.xml:9030(synopsis) +#: C/genius.xml:9140(synopsis) #, no-wrap msgid "SurfacePlotData (data,label,x1,x2,y1,y2,z1,z2)" msgstr "SurfacePlotData (data,popisek,x1,x2,y1,y2,z1,z2)" -#: C/genius.xml:9031(synopsis) +#: C/genius.xml:9141(synopsis) #, no-wrap msgid "SurfacePlotData (data,[x1,x2,y1,y2,z1,z2])" msgstr "SurfacePlotData (data,[x1,x2,y1,y2,z1,z2])" -#: C/genius.xml:9032(synopsis) +#: C/genius.xml:9142(synopsis) #, no-wrap msgid "SurfacePlotData (data,label,[x1,x2,y1,y2,z1,z2])" msgstr "SurfacePlotData (data,popisek,[x1,x2,y1,y2,z1,z2])" -#: C/genius.xml:9033(para) +#: C/genius.xml:9143(para) msgid "" "Plot a surface from data. The data is an n by 3 matrix whose rows are the x, " "y and z coordinates. The data can also be simply a vector whose length is a " @@ -16044,7 +16165,7 @@ msgstr "" "dělitelná 3 a který obsahuje trojice x, y, z. Data by měla obsahovat nejméně " "3 body." -#: C/genius.xml:9040(para) +#: C/genius.xml:9150(para) msgid "" "Optionally we can give the label and also optionally the limits. If limits " "are not given, they are computed from the data, <link linkend=\"gel-function-" @@ -16058,7 +16179,7 @@ msgstr "" "pokud ji chcete použít, musíte to provést explicitně. Když není předán " "popisek, použije se prázdný." -#: C/genius.xml:9047(para) +#: C/genius.xml:9157(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>SurfacePlotData([0,0,0;1,0,1;0,1,1;1,1,3])</userinput>\n" @@ -16080,7 +16201,7 @@ msgstr "" "SurfacePlotWindow)</userinput>\n" "</screen>" -#: C/genius.xml:9055(para) +#: C/genius.xml:9165(para) msgid "" "Here's an example of how to plot in polar coordinates, in particular how to " "plot the function <userinput>-r^2 * theta</userinput>: " @@ -16097,31 +16218,31 @@ msgstr "" "<prompt>genius></prompt> <userinput>SurfacePlotData(d)</userinput>\n" "</screen>" -#: C/genius.xml:9068(term) +#: C/genius.xml:9178(term) msgid "<anchor id=\"gel-function-SurfacePlotDataGrid\"/>SurfacePlotDataGrid" msgstr "<anchor id=\"gel-function-SurfacePlotDataGrid\"/>SurfacePlotDataGrid" -#: C/genius.xml:9070(synopsis) +#: C/genius.xml:9180(synopsis) #, no-wrap msgid "SurfacePlotDataGrid (data,[x1,x2,y1,y2])" msgstr "SurfacePlotDataGrid (data,[x1,x2,y1,y2])" -#: C/genius.xml:9071(synopsis) +#: C/genius.xml:9181(synopsis) #, no-wrap msgid "SurfacePlotDataGrid (data,[x1,x2,y1,y2,z1,z2])" msgstr "SurfacePlotDataGrid (data,[x1,x2,y1,y2,z1,z2])" -#: C/genius.xml:9072(synopsis) +#: C/genius.xml:9182(synopsis) #, no-wrap msgid "SurfacePlotDataGrid (data,[x1,x2,y1,y2],label)" msgstr "SurfacePlotDataGrid (data,[x1,x2,y1,y2],popisek)" -#: C/genius.xml:9073(synopsis) +#: C/genius.xml:9183(synopsis) #, no-wrap msgid "SurfacePlotDataGrid (data,[x1,x2,y1,y2,z1,z2],label)" msgstr "SurfacePlotDataGrid (data,[x1,x2,y1,y2,z1,z2],popisek)" -#: C/genius.xml:9074(para) +#: C/genius.xml:9184(para) msgid "" "Plot a surface from regular rectangular data. The data is given in a n by m " "matrix where the rows are the x coordinate and the columns are the y " @@ -16142,20 +16263,20 @@ msgstr "" "nejsou uvedeny meze <varname>z1</varname> a <varname>z2</varname>, jsou " "vypočteny z dat (budou to extrémní hodnoty v datech)." -#: C/genius.xml:9088(para) +#: C/genius.xml:9198(para) msgid "" "Optionally we can give the label, if label is not given then empty label is " "used." msgstr "Volitelně se může zadat popisek, pokud zadán není, použije se prázdný." -#: C/genius.xml:9092(para) +#: C/genius.xml:9202(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>SurfacePlotDataGrid([1,2;3,4],[0,1,0,1])</userinput>\n" "<prompt>genius></prompt> <userinput>SurfacePlotDataGrid(data,[-1,1,-1,1]," "\"My data\")</userinput>\n" "<prompt>genius></prompt> <userinput>d:=null; for i=1 to 20 do for j=1 to " -"10 d@(i,j) = (0.1*i-1)^2-(0.1*j)^2;</userinput>\n" +"10 do d@(i,j) = (0.1*i-1)^2-(0.1*j)^2;</userinput>\n" "<prompt>genius></prompt> <userinput>SurfacePlotDataGrid(d,[-1,1,0,1]," "\"half a saddle\")</userinput>\n" "</screen>" @@ -16165,26 +16286,26 @@ msgstr "" "<prompt>genius></prompt> <userinput>SurfacePlotDataGrid(data,[-1,1,-1,1]," "\"Moje data\")</userinput>\n" "<prompt>genius></prompt> <userinput>d:=null; for i=1 to 20 do for j=1 to " -"10 d@(i,j) = (0.1*i-1)^2-(0.1*j)^2;</userinput>\n" +"10 do d@(i,j) = (0.1*i-1)^2-(0.1*j)^2;</userinput>\n" "<prompt>genius></prompt> <userinput>SurfacePlotDataGrid(d,[-1,1,0,1]," "\"poloviční sedlo\")</userinput>\n" "</screen>" -#: C/genius.xml:9105(term) +#: C/genius.xml:9215(term) msgid "<anchor id=\"gel-function-SurfacePlotDrawLine\"/>SurfacePlotDrawLine" msgstr "<anchor id=\"gel-function-SurfacePlotDrawLine\"/>SurfacePlotDrawLine" -#: C/genius.xml:9107(synopsis) +#: C/genius.xml:9217(synopsis) #, no-wrap msgid "SurfacePlotDrawLine (x1,y1,z1,x2,y2,z2,...)" msgstr "SurfacePlotDrawLine (x1,y1,z1,x2,y2,z2,...)" -#: C/genius.xml:9108(synopsis) +#: C/genius.xml:9218(synopsis) #, no-wrap msgid "SurfacePlotDrawLine (v,...)" msgstr "SurfacePlotDrawLine (v,...)" -#: C/genius.xml:9109(para) +#: C/genius.xml:9219(para) msgid "" "Draw a line from <varname>x1</varname>,<varname>y1</varname>,<varname>z1</" "varname> to <varname>x2</varname>,<varname>y2</varname>,<varname>z2</" @@ -16199,7 +16320,7 @@ msgstr "" "varname> může být pro delší lomené čáry nahrazeno maticí <varname>n</" "varname> krát 3." -#: C/genius.xml:9116(para) +#: C/genius.xml:9226(para) msgid "" "Extra parameters can be added to specify line color, thickness, arrows, the " "plotting window, or legend. You can do this by adding an argument string " @@ -16214,7 +16335,7 @@ msgstr "" "<userinput>\"window\"</userinput> nebo <userinput>\"legend\"</userinput> a " "za ním určit barvu, tloušťku, okno jako 6prvkový vektor nebo legendu." -#: C/genius.xml:9137(para) C/genius.xml:9191(para) +#: C/genius.xml:9247(para) C/genius.xml:9301(para) msgid "" "The window should be given as usual as <userinput>[x1,x2,y1,y2,z1,z2]</" "userinput>, or alternatively can be given as a string <userinput>\"fit\"</" @@ -16226,7 +16347,7 @@ msgstr "" "\"</userinput>, v kterémž to případě bude rozsah x určen přesně a rozsah y " "bude nastaven s pětiprocentním přesahem křivky." -#: C/genius.xml:9148(para) +#: C/genius.xml:9258(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>SurfacePlotDrawLine(0,0,0,1,1,1,\"color\",\"blue\",\"thickness" @@ -16242,27 +16363,27 @@ msgstr "" "<userinput>SurfacePlotDrawLine([0,0,0;1,-1,2;-1,-1,-3])</userinput>\n" "</screen>" -#: C/genius.xml:9154(para) C/genius.xml:9208(para) +#: C/genius.xml:9264(para) C/genius.xml:9318(para) msgid "Available from version 1.0.19 onwards." msgstr "Dostupné ve verzi 1.0.19 a novějších." -#: C/genius.xml:9161(term) +#: C/genius.xml:9271(term) msgid "" "<anchor id=\"gel-function-SurfacePlotDrawPoints\"/>SurfacePlotDrawPoints" msgstr "" "<anchor id=\"gel-function-SurfacePlotDrawPoints\"/>SurfacePlotDrawPoints" -#: C/genius.xml:9163(synopsis) +#: C/genius.xml:9273(synopsis) #, no-wrap msgid "SurfacePlotDrawPoints (x,y,z,...)" msgstr "SurfacePlotDrawPoints (x,y,z,...)" -#: C/genius.xml:9164(synopsis) +#: C/genius.xml:9274(synopsis) #, no-wrap msgid "SurfacePlotDrawPoints (v,...)" msgstr "SurfacePlotDrawPoints (v,...)" -#: C/genius.xml:9165(para) +#: C/genius.xml:9275(para) msgid "" "Draw a point at <varname>x</varname>,<varname>y</varname>,<varname>z</" "varname>. The input can be an <varname>n</varname> by 3 matrix for " @@ -16276,7 +16397,7 @@ msgstr "" "údaje jako <link linkend=\"gel-function-SurfacePlotDrawLine" "\">SurfacePlotDrawLine</link>." -#: C/genius.xml:9171(para) +#: C/genius.xml:9281(para) msgid "" "Extra parameters can be added to specify line color, thickness, the plotting " "window, or legend. You can do this by adding an argument string <userinput>" @@ -16290,7 +16411,7 @@ msgstr "" "<userinput>\"window\"</userinput> nebo <userinput>\"legend\"</userinput> a " "za ním určit barvu, tloušťku, okno jako 6prvkový vektor nebo legendu." -#: C/genius.xml:9202(para) +#: C/genius.xml:9312(para) msgid "" "Examples: <screen><prompt>genius></prompt> " "<userinput>SurfacePlotDrawPoints(0,0,0,\"color\",\"blue\",\"thickness\",3)</" @@ -16306,7 +16427,7 @@ msgstr "" "<userinput>SurfacePlotDrawPoints([0,0,0;1,-1,2;-1,-1,1])</userinput>\n" "</screen>" -#: C/genius.xml:9215(term) +#: C/genius.xml:9325(term) msgid "" "<anchor id=\"gel-function-VectorfieldClearSolutions\"/" ">VectorfieldClearSolutions" @@ -16314,12 +16435,12 @@ msgstr "" "<anchor id=\"gel-function-VectorfieldClearSolutions\"/" ">VectorfieldClearSolutions" -#: C/genius.xml:9217(synopsis) +#: C/genius.xml:9327(synopsis) #, no-wrap msgid "VectorfieldClearSolutions ()" msgstr "VectorfieldClearSolutions ()" -#: C/genius.xml:9218(para) +#: C/genius.xml:9328(para) msgid "" "Clears the solutions drawn by the <link linkend=\"gel-function-" "VectorfieldDrawSolution\"><function>VectorfieldDrawSolution</function></" @@ -16329,22 +16450,22 @@ msgstr "" "VectorfieldDrawSolution\"><function>VectorfieldDrawSolution</function></" "link>." -#: C/genius.xml:9223(para) C/genius.xml:9242(para) +#: C/genius.xml:9333(para) C/genius.xml:9352(para) msgid "Version 1.0.6 onwards." msgstr "Verze 1.0.6 a novější." -#: C/genius.xml:9228(term) +#: C/genius.xml:9338(term) msgid "" "<anchor id=\"gel-function-VectorfieldDrawSolution\"/>VectorfieldDrawSolution" msgstr "" "<anchor id=\"gel-function-VectorfieldDrawSolution\"/>VectorfieldDrawSolution" -#: C/genius.xml:9230(synopsis) +#: C/genius.xml:9340(synopsis) #, no-wrap msgid "VectorfieldDrawSolution (x, y, dt, tlen)" msgstr "VectorfieldDrawSolution (x, y, dt, tdelka)" -#: C/genius.xml:9231(para) +#: C/genius.xml:9341(para) msgid "" "When a vector field plot is active, draw a solution with the specified " "initial condition. The standard Runge-Kutta method is used with increment " @@ -16364,21 +16485,21 @@ msgstr "" "řešení můžete použít i grafické rozhraní a počáteční podmínky zadat pomocí " "myši." -#: C/genius.xml:9247(term) +#: C/genius.xml:9357(term) msgid "<anchor id=\"gel-function-VectorfieldPlot\"/>VectorfieldPlot" msgstr "<anchor id=\"gel-function-VectorfieldPlot\"/>VectorfieldPlot" -#: C/genius.xml:9249(synopsis) +#: C/genius.xml:9359(synopsis) #, no-wrap msgid "VectorfieldPlot (funcx, funcy)" msgstr "VectorfieldPlot (fcex, fcey)" -#: C/genius.xml:9250(synopsis) +#: C/genius.xml:9360(synopsis) #, no-wrap msgid "VectorfieldPlot (funcx, funcy, x1, x2, y1, y2)" msgstr "VectorfieldPlot (fcex, fcey, x1, x2, y1, y2)" -#: C/genius.xml:9251(para) +#: C/genius.xml:9361(para) msgid "" "Plot a two dimensional vector field. The function <varname>funcx</varname> " "should be the dx/dt of the vectorfield and the function <varname>funcy</" @@ -16398,7 +16519,7 @@ msgstr "" "<constant>true</constant>, pak je velikost vektorů normalizována. To " "znamená, že je zobrazen jen směr a velikost ne." -#: C/genius.xml:9264(para) +#: C/genius.xml:9374(para) msgid "" "Optionally you can specify the limits of the plotting window as <varname>x1</" "varname>, <varname>x2</varname>, <varname>y1</varname>, <varname>y2</" @@ -16412,7 +16533,7 @@ msgstr "" "(viz <link linkend=\"gel-function-LinePlotWindow\"><function>LinePlotWindow</" "function></link>)." -#: C/genius.xml:9276(para) +#: C/genius.xml:9386(para) msgid "" "Examples: <screen><prompt>genius></prompt> <userinput>VectorfieldPlot(`(x," "y)=x^2-y, `(x,y)=y^2-x, -1, 1, -1, 1)</userinput>\n" @@ -16422,19 +16543,19 @@ msgstr "" "y)=x^2-y, `(x,y)=y^2-x, -1, 1, -1, 1)</userinput>\n" "</screen>" -#: C/genius.xml:9291(title) +#: C/genius.xml:9401(title) msgid "Example Programs in GEL" msgstr "Příklad programů v jazyce GEL" -#: C/genius.xml:9293(para) +#: C/genius.xml:9403(para) msgid "Here is a function that calculates factorials: <placeholder-1/>" msgstr "Zde je funkce, která vypočítává faktoriály: <placeholder-1/>" -#: C/genius.xml:9298(para) +#: C/genius.xml:9408(para) msgid "With indentation it becomes: <placeholder-1/>" msgstr "Naformátovaná odsazováním vypadá takto: <placeholder-1/>" -#: C/genius.xml:9308(para) +#: C/genius.xml:9418(para) msgid "" "This is a direct port of the factorial function from the <application>bc</" "application> manpage. The syntax seems similar to <application>bc</" @@ -16448,12 +16569,12 @@ msgstr "" "výraz je to, co je vráceno. Pokud by se místo toho použila funkce " "<literal>return</literal>, vypadalo by to takto: <placeholder-1/>" -#: C/genius.xml:9321(programlisting) +#: C/genius.xml:9431(programlisting) #, no-wrap msgid "function f(x) = prod k=1 to x do k\n" msgstr "function f(x) = prod k=1 to x do k\n" -#: C/genius.xml:9317(para) +#: C/genius.xml:9427(para) msgid "" "By far the easiest way to define a factorial function would be using the " "product loop as follows. This is not only the shortest and fastest, but also " @@ -16464,7 +16585,7 @@ msgstr "" "nejkratší a nejrychlejší řešení, ale je to nejlépe čitelná verze. " "<placeholder-1/>" -#: C/genius.xml:9325(para) +#: C/genius.xml:9435(para) msgid "" "Here is a larger example, this basically redefines the internal <link " "linkend=\"gel-function-ref\"><function>ref</function></link> function to " @@ -16478,7 +16599,7 @@ msgstr "" "function> je vestavěná a mnohem rychlejší, ale tento příklad má ilustrovat " "některé komplexnější vlastnosti jazyka GEL. <placeholder-1/>" -#: C/genius.xml:9380(para) +#: C/genius.xml:9490(para) msgid "" "To configure <application>Genius Mathematics Tool</application>, choose " "<menuchoice><guimenu>Settings</guimenu><guimenuitem>Preferences</" @@ -16492,11 +16613,11 @@ msgstr "" "parametrům, které poskytuje standardní knihovna je zde navíc pár základních " "parametrů poskytovaných kalkulátorem. Ty určují, jak se kalkulátor má chovat." -#: C/genius.xml:9390(title) +#: C/genius.xml:9500(title) msgid "Changing Settings with GEL" msgstr "Změna nastavení pomocí GEL" -#: C/genius.xml:9391(para) +#: C/genius.xml:9501(para) msgid "" "Many of the settings in Genius are simply global variables, and can be " "evaluated and assigned to in the same way as normal variables. See <xref " @@ -16510,12 +16631,12 @@ msgstr "" "vyhodnocování a přiřazování proměnných a <xref linkend=\"genius-gel-" "function-parameters\"/> pro seznam nastavení, která lze tímto způsobem měnit." -#: C/genius.xml:9400(programlisting) +#: C/genius.xml:9510(programlisting) #, no-wrap msgid "MaxDigits = 12\n" msgstr "MaxDigits = 12\n" -#: C/genius.xml:9398(para) +#: C/genius.xml:9508(para) msgid "" "As an example, you can set the maximum number of digits in a result to 12 by " "typing: <placeholder-1/>" @@ -16523,15 +16644,15 @@ msgstr "" "Jako příklad uveďme, jak můžete nastavit maximální počet číslic ve " "výsledcích na 12 tím, že napíšete: <placeholder-1/>" -#: C/genius.xml:9406(title) +#: C/genius.xml:9516(title) msgid "Output" msgstr "Výstup" -#: C/genius.xml:9410(guilabel) +#: C/genius.xml:9520(guilabel) msgid "Maximum digits to output" msgstr "Maximum číslic na výstupu" -#: C/genius.xml:9413(para) +#: C/genius.xml:9523(para) msgid "" "The maximum digits in a result (<link linkend=\"gel-function-MaxDigits" "\"><function>MaxDigits</function></link>)" @@ -16539,11 +16660,11 @@ msgstr "" "Maximum číslic ve výsledcích (<link linkend=\"gel-function-MaxDigits" "\"><function>MaxDigits</function></link>)" -#: C/genius.xml:9418(guilabel) +#: C/genius.xml:9528(guilabel) msgid "Results as floats" msgstr "Výsledky jako čísla s plovoucí desetinnou čárkou" -#: C/genius.xml:9421(para) +#: C/genius.xml:9531(para) msgid "" "If the results should be always printed as floats (<link linkend=\"gel-" "function-ResultsAsFloats\"><function>ResultsAsFloats</function></link>)" @@ -16552,11 +16673,11 @@ msgstr "" "linkend=\"gel-function-ResultsAsFloats\"><function>ResultsAsFloats</" "function></link>)" -#: C/genius.xml:9426(guilabel) +#: C/genius.xml:9536(guilabel) msgid "Floats in scientific notation" msgstr "Čísla s plovoucí desetinnou čárkou ve vědecké notaci" -#: C/genius.xml:9429(para) +#: C/genius.xml:9539(para) msgid "" "If floats should be in scientific notation (<link linkend=\"gel-function-" "ScientificNotation\"><function>ScientificNotation</function></link>)" @@ -16564,11 +16685,11 @@ msgstr "" "Zda by desetinná čísla měla být ve vědecké notaci (<link linkend=\"gel-" "function-ScientificNotation\"><function>ScientificNotation</function></link>)" -#: C/genius.xml:9434(guilabel) +#: C/genius.xml:9544(guilabel) msgid "Always print full expressions" msgstr "Vždy vypisovat celé výrazy" -#: C/genius.xml:9437(para) +#: C/genius.xml:9547(para) msgid "" "Should we print out full expressions for non-numeric return values (longer " "than a line) (<link linkend=\"gel-function-FullExpressions" @@ -16578,11 +16699,11 @@ msgstr "" "než řádek) (<link linkend=\"gel-function-FullExpressions" "\"><function>FullExpressions</function></link>)" -#: C/genius.xml:9443(guilabel) +#: C/genius.xml:9553(guilabel) msgid "Use mixed fractions" msgstr "Vypisovat smíšené zlomky" -#: C/genius.xml:9446(para) +#: C/genius.xml:9556(para) msgid "" "If fractions should be printed as mixed fractions such as \"1 1/3\" rather " "than \"4/3\". (<link linkend=\"gel-function-MixedFractions" @@ -16592,13 +16713,13 @@ msgstr "" "„4/3“. (<link linkend=\"gel-function-MixedFractions" "\"><function>MixedFractions</function></link>)" -#: C/genius.xml:9452(guilabel) +#: C/genius.xml:9562(guilabel) msgid "" "Display 0.0 when floating point number is less than 10^-x (0=never chop)" msgstr "" "Zobrazovat 0.0, když je desetinné číslo menší než 10^-x (0=nikdy neosekávat)" -#: C/genius.xml:9455(para) +#: C/genius.xml:9565(para) msgid "" "How to chop output. But only when other numbers nearby are large. See the " "documentation of the parameter <link linkend=\"gel-function-" @@ -16608,11 +16729,11 @@ msgstr "" "Podívejte se na dokumentaci k parametru <link linkend=\"gel-function-" "OutputChopExponent\"><function>OutputChopExponent</function></link>." -#: C/genius.xml:9463(guilabel) +#: C/genius.xml:9573(guilabel) msgid "Only chop numbers when another number is greater than 10^-x" msgstr "Osekávat čísla jen když je jiné číslo větší než 10^-x" -#: C/genius.xml:9466(para) +#: C/genius.xml:9576(para) msgid "" "When to chop output. This is set by the parameter <link linkend=\"gel-" "function-OutputChopWhenExponent\"><function>OutputChopWhenExponent</" @@ -16624,11 +16745,11 @@ msgstr "" "function></link>. Viz dokumentace k parametru <link linkend=\"gel-function-" "OutputChopExponent\"><function>OutputChopExponent</function></link>." -#: C/genius.xml:9474(guilabel) +#: C/genius.xml:9584(guilabel) msgid "Remember output settings across sessions" msgstr "Pamatovat si nastavení výstupu pro další sezení" -#: C/genius.xml:9477(para) +#: C/genius.xml:9587(para) msgid "" "Should the output settings in the <guilabel>Number/Expression output " "options</guilabel> frame be remembered for next session. Does not apply to " @@ -16638,7 +16759,7 @@ msgstr "" "výrazů</guilabel> zapamatovat pro příští sezení. Neplatí pro nastavení ve " "skupině <guilabel>Volby výstupu chyb/informací</guilabel>." -#: C/genius.xml:9479(para) +#: C/genius.xml:9589(para) msgid "" "If unchecked, either the default or any previously saved settings are used " "each time Genius starts up. Note that settings are saved at the end of the " @@ -16651,11 +16772,11 @@ msgstr "" "postupujte následovně: zaškrtněte políčko, <application>matematický nástroj " "Genius</application> restartujte a u políčka zaškrtnutí zase zrušte." -#: C/genius.xml:9491(guilabel) +#: C/genius.xml:9601(guilabel) msgid "Display errors in a dialog" msgstr "Zobrazovat chyby v dialogovém okně" -#: C/genius.xml:9494(para) +#: C/genius.xml:9604(para) msgid "" "If set the errors will be displayed in a separate dialog, if unset the " "errors will be printed on the console." @@ -16663,11 +16784,11 @@ msgstr "" "Když je nataveno, budou chyby zobrazovány v samostatném dialogovém okně, " "když není nastaveno, budou vypisovány v konzole." -#: C/genius.xml:9501(guilabel) +#: C/genius.xml:9611(guilabel) msgid "Display information messages in a dialog" msgstr "Zobrazovat informativní zprávy v dialogovém okně" -#: C/genius.xml:9504(para) +#: C/genius.xml:9614(para) msgid "" "If set the information messages will be displayed in a separate dialog, if " "unset the information messages will be printed on the console." @@ -16675,11 +16796,11 @@ msgstr "" "Když je nastaveno, budou informativní zprávy zobrazovány v samostatném " "dialogovém okně, když není nataveno, budou vypisovány v konzole." -#: C/genius.xml:9512(guilabel) +#: C/genius.xml:9622(guilabel) msgid "Maximum errors to display" msgstr "Maximum zobrazovaných chyb" -#: C/genius.xml:9515(para) +#: C/genius.xml:9625(para) msgid "" "The maximum number of errors to return on one evaluation (<link linkend=" "\"gel-function-MaxErrors\"><function>MaxErrors</function></link>). If you " @@ -16694,7 +16815,7 @@ msgstr "" "způsobí hodně chyb, je nepravděpodobné, že jich bude mít význam více než " "pár, takže prohlížení dlouhého seznam nemá žádný přínos." -#: C/genius.xml:9527(para) +#: C/genius.xml:9637(para) msgid "" "In addition to these preferences, there are some preferences that can only " "be changed by setting them in the workspace console. For others that may " @@ -16704,26 +16825,26 @@ msgstr "" "pouze přes prostředí konzoly. Tyto další volby, které se týkají výstupu " "najdete v kapitole <xref linkend=\"genius-gel-function-parameters\"/>." -#: C/genius.xml:9537(function) +#: C/genius.xml:9647(function) msgid "IntegerOutputBase" msgstr "IntegerOutputBase" -#: C/genius.xml:9540(para) +#: C/genius.xml:9650(para) msgid "The base that will be used to output integers" msgstr "Číselná soustava, která se bude používat pro vypisování celých čísel" -#: C/genius.xml:9546(function) +#: C/genius.xml:9656(function) msgid "OutputStyle" msgstr "OutputStyle" -#: C/genius.xml:9549(para) +#: C/genius.xml:9659(para) msgid "" "A string, can be <literal>\"normal\"</literal>, <literal>\"latex\"</" "literal>, <literal>\"mathml\"</literal> or <literal>\"troff\"</literal> and " "it will affect how matrices (and perhaps other stuff) is printed, useful for " "pasting into documents. Normal style is the default human readable printing " "style of <application>Genius Mathematics Tool</application>. The other " -"styles are for typsetting in LaTeX, MathML (XML), or in Troff." +"styles are for typesetting in LaTeX, MathML (XML), or in Troff." msgstr "" "Řetězec, který může nabývat hodnot <literal>„normal“</literal>, " "<literal>„latex“</literal>, <literal>„mathml“</literal> nebo " @@ -16733,15 +16854,15 @@ msgstr "" "application> čitelný pro člověka. Ostatní styly jsou pro sazbu v aplikacích " "LaTeX, MathML (XML) nebo Troff." -#: C/genius.xml:9561(title) +#: C/genius.xml:9671(title) msgid "Precision" msgstr "Přesnost" -#: C/genius.xml:9565(guilabel) +#: C/genius.xml:9675(guilabel) msgid "Floating point precision" msgstr "Přesnost desetinných čísel" -#: C/genius.xml:9568(para) +#: C/genius.xml:9678(para) msgid "" "The floating point precision in bits (<link linkend=\"gel-function-" "FloatPrecision\"><function>FloatPrecision</function></link>). Note that " @@ -16761,11 +16882,11 @@ msgstr "" "\"><function>pi</function></link> nebo <link linkend=\"gel-function-e" "\"><function>e</function></link>." -#: C/genius.xml:9583(guilabel) +#: C/genius.xml:9693(guilabel) msgid "Remember precision setting across sessions" msgstr "Pamatovat si nastavené přesnosti pro další sezení" -#: C/genius.xml:9586(para) +#: C/genius.xml:9696(para) msgid "" "Should the precision setting be remembered for the next session. If " "unchecked, either the default or any previously saved setting is used each " @@ -16779,43 +16900,43 @@ msgstr "" "takže pokud si chcete uložit výchozí nastavení postupujte následovně: " "zaškrtněte políčko, Genius restartujte a u políčka zaškrtnutí zase zrušte." -#: C/genius.xml:9599(title) +#: C/genius.xml:9709(title) msgid "Terminal" msgstr "Terminál" -#: C/genius.xml:9601(para) +#: C/genius.xml:9711(para) msgid "Terminal refers to the console in the work area." msgstr "Terminál představuje konzolu v pracovní oblasti." -#: C/genius.xml:9608(guilabel) +#: C/genius.xml:9718(guilabel) msgid "Scrollback lines" msgstr "Paměť řádků" -#: C/genius.xml:9611(para) +#: C/genius.xml:9721(para) msgid "Lines of scrollback in the terminal." msgstr "Počet řádků, o které se dá v terminálu vracet zpět." -#: C/genius.xml:9616(guilabel) +#: C/genius.xml:9726(guilabel) msgid "Font" msgstr "Písmo" -#: C/genius.xml:9619(para) +#: C/genius.xml:9729(para) msgid "The font to use on the terminal." msgstr "Písmo, které se má používat v terminálu." -#: C/genius.xml:9624(guilabel) +#: C/genius.xml:9734(guilabel) msgid "Black on white" msgstr "Černé na bílém" -#: C/genius.xml:9627(para) +#: C/genius.xml:9737(para) msgid "If to use black on white on the terminal." msgstr "Zda se má terminálu používat černá na bílé." -#: C/genius.xml:9632(guilabel) +#: C/genius.xml:9742(guilabel) msgid "Blinking cursor" msgstr "Blikající kurzor" -#: C/genius.xml:9635(para) +#: C/genius.xml:9745(para) msgid "" "If the cursor in the terminal should blink when the terminal is in focus. " "This can sometimes be annoying and it generates idle traffic if you are " @@ -16825,15 +16946,15 @@ msgstr "" "někdy nepříjemné a vytvářet provoz při nečinnosti v případě, že používáte " "aplikaci Genius vzdáleně." -#: C/genius.xml:9642(title) +#: C/genius.xml:9752(title) msgid "Memory" msgstr "Paměť" -#: C/genius.xml:9646(guilabel) +#: C/genius.xml:9756(guilabel) msgid "Maximum number of nodes to allocate" msgstr "Maximum alokovaných uzlů" -#: C/genius.xml:9649(para) +#: C/genius.xml:9759(para) msgid "" "Internally all data is put onto small nodes in memory. This gives a limit on " "the maximum number of nodes to allocate for computations. This limit avoids " @@ -16847,7 +16968,7 @@ msgstr "" "spotřebují velké množství, například při nekonečné rekurzi. Při vyčerpání " "paměti by došlo ke zpomalení počítače a bylo by obtížné program přerušit." -#: C/genius.xml:9657(para) +#: C/genius.xml:9767(para) msgid "" "Once the limit is reached, <application>Genius Mathematics Tool</" "application> asks if you wish to interrupt the computation or if you wish to " @@ -16863,7 +16984,7 @@ msgstr "" "programu nebo vyhodnocení výrazu v konzole bez ohledu na to, co jste na " "dotaz odpověděli." -#: C/genius.xml:9665(para) +#: C/genius.xml:9775(para) msgid "" "Setting the limit to zero means there is no limit to the amount of memory " "that genius uses." @@ -16871,11 +16992,11 @@ msgstr "" "Nastavení limitu na nulu znamená, že na množství paměti použité kalkulátorem " "Genius nebude žádný limit uplatňován." -#: C/genius.xml:9679(title) +#: C/genius.xml:9789(title) msgid "About <application>Genius Mathematics Tool</application>" msgstr "O <application>Matematickém nástroji Genius</application>" -#: C/genius.xml:9681(para) +#: C/genius.xml:9791(para) msgid "" "<application>Genius Mathematics Tool</application> was written by Jiří " "(George) Lebl (<email>jirka@5z.com</email>). The history of " @@ -16893,7 +17014,7 @@ msgstr "" "informací o něm najdete na <ulink url=\"http://www.jirka.org/genius.html\" " "type=\"http\">webových stránkách Genius</ulink>." -#: C/genius.xml:9688(para) +#: C/genius.xml:9798(para) msgid "" "To report a bug or make a suggestion regarding this application or this " "manual, send email to me (the author) or post to the mailing list (see the " @@ -16903,7 +17024,7 @@ msgstr "" "aplikaci nebo této příručce, pošlete e-mail autorovi nebo do poštovní " "konference (viz webové stránky)." -#: C/genius.xml:9694(para) +#: C/genius.xml:9804(para) msgid "" "This program is distributed under the terms of the GNU General Public " "license as published by the Free Software Foundation; either version 3 of " @@ -16919,7 +17040,7 @@ msgstr "" "\">pod tímto odkazem</ulink> nebo v souboru COPYING přiloženém ke zdrojovým " "kódům tohoto programu." -#: C/genius.xml:9701(para) +#: C/genius.xml:9811(para) msgid "" "Jiří Lebl was during various parts of the development partially supported " "for the work by NSF grants DMS 0900885, DMS 1362337, the University of " @@ -16936,6 +17057,3 @@ msgstr "" #: C/genius.xml:0(None) msgid "translator-credits" msgstr "Marek Černocký <marek@manet.cz>" - -#~ msgid "October 2014" -#~ msgstr "říjen 2014" |