Commit b92ec5ab by Michael Kohlhase

### more_debugging

parent 553746cd
 ... ... @@ -3,7 +3,6 @@ \symdef{euleriannumbersecondkind}[2]{\left\langle \!\! \left\langle {#1 \atop #2} \right\rangle \!\! \right\rangle} \symtest{euleriannumbersecondkind}{\euleriannumbersecondkind{n}{k}} \symii{Eulerian}{number} \end{modsig} %%% Local Variables: ... ...
 \begin{mhmodnl}[creators=cdemirkiran,contributors=miko]{tuttlepolynomial}{en} \begin{definition}[id=tuttepolynomial.def] For an \trefii[graph]{undirected}{graph} $G=\mvstructure{V,E}$, \defii{Tutte}{polynomial} is defined as $\tuttepolynomial{G}xy = \SumInColl{A}{\sseteq{A}E}{\atimes{\power{x-1}{k(A) - k(E)},\power{y-1}{k(A)+ \card{A} - \card{V}}}}$ where $k(G)$ denotes the number of \term{connected components} of $G$. \end{definition} \begin{omtext}[type=elaboration,for=tuttepolynomial.def] The \trefii{Tutte}{polynomial} contains information about how the \term{graph} is connected. \end{omtext} \end{mhmodnl} %%% Local Variables: %%% mode: latex %%% TeX-master: t %%% End:
 \begin{modsig}[creators=cdemirkiran,contributors=miko]{tuttlepolynomial} \gimport[smglom/mv]{structure} \gimport[smglom/arithmetics]{sum} \gimport[smglom/sets]{finite-cardinality} \symdef{tuttepolynomial}[3]{T_{#1}(#2,#3)} \symii{Tutte}{polynomial} \end{modsig} %%% Local Variables: %%% mode: latex %%% TeX-master: t %%% End:
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