📄 structfive__tuple.tex
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\section{five\_\-tuple$<$ V\_\-T, E\_\-T $>$ Struct Template Reference}\label{structfive__tuple}\index{five_tuple@{five\_\-tuple}}Storing a \doxyref{five\_\-tuple}{p.}{structfive__tuple} that represent a labeled edge of a graph. {\tt \#include $<$graph\_\-can\_\-code.h$>$}\subsection*{Public Member Functions}\begin{CompactItemize}\item \textbf{five\_\-tuple} (const int \&id1, const int \&id2, const V\_\-T \&li, const E\_\-T \&lij, const V\_\-T \&lj)\label{structfive__tuple_34a9506eb00bafa029a6553ed6dfb0d8}\item bool \textbf{operator$<$} (const \bf{five\_\-tuple}$<$ V\_\-T, E\_\-T $>$ \&rhs) const \label{structfive__tuple_a7a7a782c1b8b6b146df2d2f2a1a30a7}\end{CompactItemize}\subsection*{Public Attributes}\begin{CompactItemize}\item int \textbf{\_\-i}\label{structfive__tuple_c47913b1409e2dc6f6cea455e9da3352}\item int \textbf{\_\-j}\label{structfive__tuple_51680f22ea5fc17baeaa84664467f83e}\item V\_\-T \textbf{\_\-li}\label{structfive__tuple_4ea679403b218a27236a7ef93f342ab1}\item V\_\-T \textbf{\_\-lj}\label{structfive__tuple_5f1e07d4618ef3a062969559f685c736}\item E\_\-T \textbf{\_\-lij}\label{structfive__tuple_50992ff09c33edfd5b80aac37b1d5738}\end{CompactItemize}\subsection*{Friends}\begin{CompactItemize}\item ostream \& \textbf{operator$<$$<$} (ostream \&, const \bf{five\_\-tuple}$<$ V\_\-T, E\_\-T $>$ \&)\label{structfive__tuple_10a8a41783fb07bcbea801034653b470}\end{CompactItemize}\subsection{Detailed Description}\subsubsection*{template$<$typename V\_\-T, typename E\_\-T$>$ struct five\_\-tuple$<$ V\_\-T, E\_\-T $>$}Storing a \doxyref{five\_\-tuple}{p.}{structfive__tuple} that represent a labeled edge of a graph. $<$dfs\_\-id1, dfs\_\-id2, vertex\_\-label1, edge\_\-label, vertex\_\-label2$>$ are the 5-tuple. It is used as part of the canonical code of a graph. The documentation for this struct was generated from the following file:\begin{CompactItemize}\item graph\_\-can\_\-code.h\end{CompactItemize}
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