Further improvements to ams theorem support, and a test.

See #1608.

src/Text/Pandoc/Readers/LaTeX.hs

@@ -871,6 +871,7 @@ inlineCommands = M.union inlineLanguageCommands $ M.fromList
   , ("_", lit "_")
   , ("{", lit "{")
   , ("}", lit "}")
+  , ("qed", lit "\a0\x25FB")
   -- old TeX commands
   , ("em", extractSpaces emph <$> inlines)
   , ("it", extractSpaces emph <$> inlines)
@@ -1915,7 +1916,7 @@ addQed bs =
       -> B.Many (s Seq.|> Para (ils ++ B.toList qedSign))
     _ -> bs <> B.para qedSign
  where
-  qedSign = B.spanWith ("",["qed"],[]) "\x220E"
+  qedSign = B.str "\xa0\x25FB"
 
 environment :: PandocMonad m => LP m Blocks
 environment = try $ do
@@ -1968,7 +1969,7 @@ theoremEnvironment name = do
                          DefinitionStyle -> B.strong
                          RemarkStyle     -> B.emph
        let title = titleEmph (B.text (theoremName tspec) <> number)
-                                      <> optTitle <> space
+                                      <> optTitle <> "." <> space
        return $ divWith (fromMaybe "" mblabel, [name], []) $ addTitle title
               $ case theoremStyle tspec of
                   PlainStyle -> walk italicize bs

test/command/1608.md

@@ -0,0 +1,41 @@
+```
+% pandoc -f latex -t native
+\newtheorem{theorem}{Theorem}
+\newtheorem{corollary}[theorem]{Corollary}
+\newtheorem{lemma}[theorem]{Lemma}
+\theoremstyle{definition}
+\newtheorem{definition}[theorem]{Definition}
+\theoremstyle{remark}
+\newtheorem{remark}{Remark}
+
+\begin{definition}[right-angled triangles] \label{def:tri}
+A \emph{right-angled triangle} is a triangle whose sides of length~\(a\), \(b\) and~\(c\), in some permutation of order, satisfies \(a^2+b^2=c^2\).
+\end{definition}
+
+\begin{lemma}
+The triangle with sides of length~\(3\), \(4\) and~\(5\) is right-angled.
+\end{lemma}
+
+\begin{proof}
+This lemma follows from \cref{def:tri} since \(3^2+4^2=9+16=25=5^2\).
+\end{proof}
+
+\begin{theorem}[Pythagorean triplets] \label{thm:py}
+Triangles with sides of length \(a=p^2-q^2\), \(b=2pq\) and \(c=p^2+q^2\) are right-angled triangles.
+\end{theorem}
+
+\begin{remark}
+These are all pretty interesting facts.
+\end{remark}
+^D
+[Div ("def:tri",["definition"],[])
+ [Para [Strong [Str "Definition",Space,Str "1"],Space,Str "(right-angled",Space,Str "triangles).",Space,Space,Str "A",Space,Emph [Str "right-angled",Space,Str "triangle"],Space,Str "is",Space,Str "a",Space,Str "triangle",Space,Str "whose",Space,Str "sides",Space,Str "of",Space,Str "length\160",Math InlineMath "a",Str ",",Space,Math InlineMath "b",Space,Str "and\160",Math InlineMath "c",Str ",",Space,Str "in",Space,Str "some",Space,Str "permutation",Space,Str "of",Space,Str "order,",Space,Str "satisfies",Space,Math InlineMath "a^2+b^2=c^2",Str "."]]
+,Div ("",["lemma"],[])
+ [Para [Strong [Str "Lemma",Space,Str "2"],Str ".",Space,Space,Emph [Str "The",Space,Str "triangle",Space,Str "with",Space,Str "sides",Space,Str "of",Space,Str "length\160",Math InlineMath "3",Str ",",Space,Math InlineMath "4",Space,Str "and\160",Math InlineMath "5",Space,Str "is",Space,Str "right-angled."]]]
+,Div ("",["proof"],[])
+ [Para [Emph [Str "Proof."],Space,Str "This",Space,Str "lemma",Space,Str "follows",Space,Str "from",Space,Link ("",[],[("reference-type","ref"),("reference","def:tri")]) [Str "Definition",Str "\160",Str "1"] ("#def:tri",""),Space,Str "since",Space,Math InlineMath "3^2+4^2=9+16=25=5^2",Str ".",Str "\160\9723"]]
+,Div ("thm:py",["theorem"],[])
+ [Para [Strong [Str "Theorem",Space,Str "3"],Space,Str "(Pythagorean",Space,Str "triplets).",Space,Space,Emph [Str "Triangles",Space,Str "with",Space,Str "sides",Space,Str "of",Space,Str "length",Space,Math InlineMath "a=p^2-q^2",Str ",",Space,Math InlineMath "b=2pq",Space,Str "and",Space,Math InlineMath "c=p^2+q^2",Space,Str "are",Space,Str "right-angled",Space,Str "triangles."]]]
+,Div ("",["remark"],[])
+ [Para [Emph [Str "Remark",Space,Str "1"],Str ".",Space,Space,Str "These",Space,Str "are",Space,Str "all",Space,Str "pretty",Space,Str "interesting",Space,Str "facts."]]]
+```