{- Copyright (C) 2007-2010 John MacFarlane This program is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either version 2 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program; if not, write to the Free Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA -} {- | Module : Text.Pandoc.Readers.TeXMath Copyright : Copyright (C) 2007-2010 John MacFarlane License : GNU GPL, version 2 or above Maintainer : John MacFarlane Stability : alpha Portability : portable Conversion of TeX math to a list of 'Pandoc' inline elements. -} module Text.Pandoc.Readers.TeXMath ( readTeXMath ) where import Text.Pandoc.Definition import Text.TeXMath.Types import Text.TeXMath.Parser -- | Converts a raw TeX math formula to a list of 'Pandoc' inlines. -- Defaults to raw formula between @$@ characters if entire formula -- can't be converted. readTeXMath :: String -- ^ String to parse (assumes @'\n'@ line endings) -> [Inline] readTeXMath inp = case texMathToPandoc inp of Left _ -> [Str ("$" ++ inp ++ "$")] Right res -> res texMathToPandoc :: String -> Either String [Inline] texMathToPandoc inp = inp `seq` case parseFormula inp of Left err -> Left err Right exps -> case expsToInlines exps of Nothing -> Left "Formula too complex for [Inline]" Just r -> Right r expsToInlines :: [Exp] -> Maybe [Inline] expsToInlines xs = do res <- mapM expToInlines xs return (concat res) expToInlines :: Exp -> Maybe [Inline] expToInlines (ENumber s) = Just [Str s] expToInlines (EIdentifier s) = Just [Emph [Str s]] expToInlines (EMathOperator s) = Just [Str s] expToInlines (ESymbol t s) = Just $ addSpace t (Str s) where addSpace Op x = [x, thinspace] addSpace Bin x = [medspace, x, medspace] addSpace Rel x = [widespace, x, widespace] addSpace Pun x = [x, thinspace] addSpace _ x = [x] thinspace = Str "\x2006" medspace = Str "\x2005" widespace = Str "\x2004" expToInlines (EStretchy x) = expToInlines x expToInlines (EGrouped xs) = expsToInlines xs expToInlines (ESpace _) = Just [Str " "] -- variable widths not supported expToInlines (EBinary _ _ _) = Nothing expToInlines (ESub x y) = do x' <- expToInlines x y' <- expToInlines y return $ x' ++ [Subscript y'] expToInlines (ESuper x y) = do x' <- expToInlines x y' <- expToInlines y return $ x' ++ [Superscript y'] expToInlines (ESubsup x y z) = do x' <- expToInlines x y' <- expToInlines y z' <- expToInlines z return $ x' ++ [Subscript y'] ++ [Superscript z'] expToInlines (EDown x y) = expToInlines (ESub x y) expToInlines (EUp x y) = expToInlines (ESuper x y) expToInlines (EDownup x y z) = expToInlines (ESubsup x y z) expToInlines (EText "normal" x) = Just [Str x] expToInlines (EText "bold" x) = Just [Strong [Str x]] expToInlines (EText "monospace" x) = Just [Code x] expToInlines (EText "italic" x) = Just [Emph [Str x]] expToInlines (EText _ x) = Just [Str x] expToInlines (EOver (EGrouped [EIdentifier [c]]) (ESymbol Accent [accent])) = case accent of '\x203E' -> Just [Emph [Str [c,'\x0304']]] -- bar '\x00B4' -> Just [Emph [Str [c,'\x0301']]] -- acute '\x0060' -> Just [Emph [Str [c,'\x0300']]] -- grave '\x02D8' -> Just [Emph [Str [c,'\x0306']]] -- breve '\x02C7' -> Just [Emph [Str [c,'\x030C']]] -- check '.' -> Just [Emph [Str [c,'\x0307']]] -- dot '\x00B0' -> Just [Emph [Str [c,'\x030A']]] -- ring '\x20D7' -> Just [Emph [Str [c,'\x20D7']]] -- arrow right '\x20D6' -> Just [Emph [Str [c,'\x20D6']]] -- arrow left '\x005E' -> Just [Emph [Str [c,'\x0302']]] -- hat '\x0302' -> Just [Emph [Str [c,'\x0302']]] -- hat '~' -> Just [Emph [Str [c,'\x0303']]] -- tilde _ -> Nothing expToInlines _ = Nothing