Hoogle Search

Within LTS Haskell 24.64 (ghc-9.10.3)

Note that Stackage only displays results for the latest LTS and Nightly snapshot. Learn more.

Exact lookup

1. module Text.Pandoc.Writers.AsciiDoc

   Conversion of Pandoc documents to asciidoc. Note that some information may be lost in conversion, due to expressive limitations of asciidoc. Footnotes and table cells with paragraphs (or other block items) are not possible in asciidoc. If pandoc encounters one of these, it will insert a message indicating that it has omitted the construct. AsciiDoc: http://www.methods.co.nz/asciidoc/

2. writeAsciiDoc :: PandocMonad m => WriterOptions -> Pandoc -> m Text

   pandoc	Text.Pandoc.Writers.AsciiDoc

   Convert Pandoc to AsciiDoc.

3. writeAsciiDocLegacy :: PandocMonad m => WriterOptions -> Pandoc -> m Text

   pandoc	Text.Pandoc.Writers.AsciiDoc

   Convert Pandoc to legacy AsciiDoc.

4. writeAsciiDoctor :: PandocMonad m => WriterOptions -> Pandoc -> m Text

   pandoc	Text.Pandoc.Writers.AsciiDoc

   Deprecated: Use writeAsciiDoc instead

5. writeDZSlides :: PandocMonad m => WriterOptions -> Pandoc -> m Text

   pandoc	Text.Pandoc.Writers.HTML

   Convert Pandoc document to DZSlides HTML slide show.

6. writeSlideous :: PandocMonad m => WriterOptions -> Pandoc -> m Text

   pandoc	Text.Pandoc.Writers.HTML

   Convert Pandoc document to Slideous HTML slide show.

7. writeSlidy :: PandocMonad m => WriterOptions -> Pandoc -> m Text

   pandoc	Text.Pandoc.Writers.HTML

   Convert Pandoc document to Slidy HTML slide show.

8. ensureValidXmlIdentifiers :: Pandoc -> Pandoc

   pandoc	Text.Pandoc.Writers.Shared

   Ensure that all identifiers start with a letter, and modify internal links accordingly. (Yes, XML allows an underscore, but HTML 4 doesn't, so we are more conservative.)

9. gridTable :: Monad m => WriterOptions -> (WriterOptions -> [Block] -> m (Doc Text)) -> [ColSpec] -> TableHead -> [TableBody] -> TableFoot -> m (Doc Text)

   pandoc	Text.Pandoc.Writers.Shared

   Writes a grid table.

10. weakenMid :: forall (right :: [Effect]) (m :: Type -> Type) a (left :: [Effect]) (mid :: [Effect]) . SList left -> SList mid -> Union (Append left right) m a -> Union (Append left (Append mid right)) m a

    polysemy	Polysemy.Internal.Union

    Weaken a Union so it is capable of storing a number of new effects somewhere within the previous effect list. Both the prefix and the new effects are specified as singleton list proofs.

Page 586 of many | Previous | Next