# sdiehl/cats

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Generate commutative diagrams inside of Pandoc with Tikz
latest commit daa6c845af
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 Failed to load latest commit information. misc Aug 21, 2012 src Jan 10, 2014 texinclude Aug 21, 2012 .gitignore Aug 21, 2012 LICENSE Aug 21, 2012 README.md Aug 21, 2012 Setup.hs Aug 21, 2012 cats.cabal Jan 10, 2014

# cats

Buildchain to generate commutative diagrams inside Pandoc markdown with LaTeX + Tikz.

• One of the following TeX compilers: pdflatex, xetex, lualatex
• inkscape
• ghostscript

## Installation

$cd cats$ cabal install

## Usage

You want to compile this:

    The following diagram proves the existence and uniqueness of the
canonical duality between coherent sheaves on spectral sites of stacks
of quotient moduli spaces of pointed curves with fixed ultragenus and
the category of categories fibered in megaloid over an abelian smooth
autoisotropic of general type category:

commute
\node (P) {$P$};
\node (B) [right of=P] {$B$};
\node (A) [below of=P] {$A$};
\node (C) [below of=B] {$C$};
\node (P1) [node distance=1.4cm, left of=P, above of=P] {$\hat{P}$};
\draw[->] (P) to node {$f$} (B);
\draw[->] (P) to node [swap] {$g$} (A);
\draw[->] (A) to node [swap] {$f$} (C);
\draw[->] (B) to node {$g$} (C);
\draw[->, bend right] (P1) to node [swap] {$\hat{g}$} (A);
\draw[->, bend left] (P1) to node {$\hat{f}$} (B);
\draw[->, dashed] (P1) to node {$k$} (P);


As a consequence, the isotrivial families of superconnected unimodular
curves are self-dual with respect to the motivic theory of ultrafilters.
The entirety of mathematics and logic then trivially follows as a
consequence. The proof is left to the reader.



Into this:

You can either invoke from the commandline.

## Hakyll Integration

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