{- Copyright (C) 2007 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 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.ParserCombinators.Parsec import Text.Pandoc.Definition -- | Converts a string of raw TeX math to a list of 'Pandoc' inlines. readTeXMath :: String -> [Inline] readTeXMath inp = case parse teXMath ("formula: " ++ inp) inp of Left _ -> [Str inp] -- if unparseable, just include original Right res -> res teXMath :: GenParser Char st [Inline] teXMath = manyTill mathPart eof >>= return . concat mathPart :: GenParser Char st [Inline] mathPart = whitespace <|> superscript <|> subscript <|> symbol <|> argument <|> digits <|> letters <|> misc whitespace :: GenParser Char st [Inline] whitespace = many1 space >> return [] symbol :: GenParser Char st [Inline] symbol = try $ do char '\\' res <- many1 letter case lookup res teXsymbols of Just m -> return [Str m] Nothing -> return [Str $ "\\" ++ res] argument :: GenParser Char st [Inline] argument = try $ do char '{' res <- many mathPart char '}' return $ if null res then [Str " "] else [Str "{"] ++ concat res ++ [Str "}"] digits :: GenParser Char st [Inline] digits = do res <- many1 digit return [Str res] letters :: GenParser Char st [Inline] letters = do res <- many1 letter return [Emph [Str res]] misc :: GenParser Char st [Inline] misc = do res <- noneOf "}" return [Str [res]] scriptArg :: GenParser Char st [Inline] scriptArg = try $ do (try (do{char '{'; r <- many mathPart; char '}'; return $ concat r})) <|> symbol <|> (do{c <- (letter <|> digit); return [Str [c]]}) superscript :: GenParser Char st [Inline] superscript = try $ do char '^' arg <- scriptArg return [Superscript arg] subscript :: GenParser Char st [Inline] subscript = try $ do char '_' arg <- scriptArg return [Subscript arg] withThinSpace :: String -> String withThinSpace str = "\x2009" ++ str ++ "\x2009" teXsymbols :: [(String, String)] teXsymbols = [("alpha","\x3B1") ,("beta", "\x3B2") ,("chi", "\x3C7") ,("delta", "\x3B4") ,("Delta", "\x394") ,("epsilon", "\x3B5") ,("varepsilon", "\x25B") ,("eta", "\x3B7") ,("gamma", "\x3B3") ,("Gamma", "\x393") ,("iota", "\x3B9") ,("kappa", "\x3BA") ,("lambda", "\x3BB") ,("Lambda", "\x39B") ,("mu", "\x3BC") ,("nu", "\x3BD") ,("omega", "\x3C9") ,("Omega", "\x3A9") ,("phi", "\x3C6") ,("varphi", "\x3D5") ,("Phi", "\x3A6") ,("pi", "\x3C0") ,("Pi", "\x3A0") ,("psi", "\x3C8") ,("Psi", "\x3A8") ,("rho", "\x3C1") ,("sigma", "\x3C3") ,("Sigma", "\x3A3") ,("tau", "\x3C4") ,("theta", "\x3B8") ,("vartheta", "\x3D1") ,("Theta", "\x398") ,("upsilon", "\x3C5") ,("xi", "\x3BE") ,("Xi", "\x39E") ,("zeta", "\x3B6") ,("ne", "\x2260") ,("lt", withThinSpace "<") ,("le", withThinSpace "\x2264") ,("leq", withThinSpace "\x2264") ,("ge", withThinSpace "\x2265") ,("geq", withThinSpace "\x2265") ,("prec", withThinSpace "\x227A") ,("succ", withThinSpace "\x227B") ,("preceq", withThinSpace "\x2AAF") ,("succeq", withThinSpace "\x2AB0") ,("in", withThinSpace "\x2208") ,("notin", withThinSpace "\x2209") ,("subset", withThinSpace "\x2282") ,("supset", withThinSpace "\x2283") ,("subseteq", withThinSpace "\x2286") ,("supseteq", withThinSpace "\x2287") ,("equiv", withThinSpace "\x2261") ,("cong", withThinSpace "\x2245") ,("approx", withThinSpace "\x2248") ,("propto", withThinSpace "\x221D") ,("cdot", withThinSpace "\x22C5") ,("star", withThinSpace "\x22C6") ,("backslash", "\\") ,("times", withThinSpace "\x00D7") ,("divide", withThinSpace "\x00F7") ,("circ", withThinSpace "\x2218") ,("oplus", withThinSpace "\x2295") ,("otimes", withThinSpace "\x2297") ,("odot", withThinSpace "\x2299") ,("sum", "\x2211") ,("prod", "\x220F") ,("wedge", withThinSpace "\x2227") ,("bigwedge", withThinSpace "\x22C0") ,("vee", withThinSpace "\x2228") ,("bigvee", withThinSpace "\x22C1") ,("cap", withThinSpace "\x2229") ,("bigcap", withThinSpace "\x22C2") ,("cup", withThinSpace "\x222A") ,("bigcup", withThinSpace "\x22C3") ,("neg", "\x00AC") ,("implies", withThinSpace "\x21D2") ,("iff", withThinSpace "\x21D4") ,("forall", "\x2200") ,("exists", "\x2203") ,("bot", "\x22A5") ,("top", "\x22A4") ,("vdash", "\x22A2") ,("models", withThinSpace "\x22A8") ,("uparrow", "\x2191") ,("downarrow", "\x2193") ,("rightarrow", withThinSpace "\x2192") ,("to", withThinSpace "\x2192") ,("rightarrowtail", "\x21A3") ,("twoheadrightarrow", withThinSpace "\x21A0") ,("twoheadrightarrowtail", withThinSpace "\x2916") ,("mapsto", withThinSpace "\x21A6") ,("leftarrow", withThinSpace "\x2190") ,("leftrightarrow", withThinSpace "\x2194") ,("Rightarrow", withThinSpace "\x21D2") ,("Leftarrow", withThinSpace "\x21D0") ,("Leftrightarrow", withThinSpace "\x21D4") ,("partial", "\x2202") ,("nabla", "\x2207") ,("pm", "\x00B1") ,("emptyset", "\x2205") ,("infty", "\x221E") ,("aleph", "\x2135") ,("ldots", "...") ,("therefore", "\x2234") ,("angle", "\x2220") ,("quad", "\x00A0\x00A0") ,("cdots", "\x22EF") ,("vdots", "\x22EE") ,("ddots", "\x22F1") ,("diamond", "\x22C4") ,("Box", "\x25A1") ,("lfloor", "\x230A") ,("rfloor", "\x230B") ,("lceiling", "\x2308") ,("rceiling", "\x2309") ,("langle", "\x2329") ,("rangle", "\x232A") ,("{", "{") ,("}", "}") ,("[", "[") ,("]", "]") ,("|", "|") ,("||", "||") ]