% This is file `memo-symbols-standard.tex'.
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% GraphTheorySymbol is free software:
% you can redistribute it and/or modify it
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% This work is maintained by Laurent Lyaudet.
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% This work consists of the files graph-theory-symbol.dtx,
%                                 graph-theory-symbol.ins,
%                                 tex/switch-to-memo-geometry.tex,
%                                 tex/return-to-previous-geometry.tex,
%                                 tex/memo-symbols-standard.tex,
%                                 tex/memo-symbols-monochrome.tex,
%                                 graph-theory-symbol-memo.tex, and
%                                 test.tex,
% and the derived files           graph-theory-symbol.sty,
%                                 graph-theory-symbol-doc.pdf,
%                                 graph-theory-symbol-memo.pdf, and
%                                 test.pdf.
%
% ©Copyright 2026 Laurent Frédéric Bernard François Lyaudet

\begin{tabular}{@{}llll@{}}
Long name & Short name & Result & In context\\
|\GTSadjacency/| & |\GTSa/| & \GTSa/ & u \GTSa/ v\\
|\GTSadjacencyRelation/| & |\GTSaR/| & $\GTSaR/$ & $u \GTSaR/ v$\\
|\GTSunadjacency/| & |\GTSu/| & \GTSu/ & u \GTSu/ v\\
|\GTSunadjacencyRelation/| & |\GTSuR/| & $\GTSuR/$ & $u \GTSuR/ v$\\
|\GTSdirectedAdjacencyUp/| & |\GTSdAU/| & \GTSdAU/ & u \GTSdAU/ v\\
|\GTSdirectedAdjacencyUpRelation/| & |\GTSdAUR/| & $\GTSdAUR/$
  & $u \GTSdAUR/ v$\\
|\GTSnegatedDirectedAdjacencyUp/| & |\GTSnDAU/| & \GTSnDAU/
  & u \GTSnDAU/ v\\
|\GTSnegatedDirectedAdjacencyUpRelation/| & |\GTSnDAUR/| & $\GTSnDAUR/$
  & $u \GTSnDAUR/ v$\\
|\GTSdirectedAdjacencyDown/| & |\GTSdAD/| & \GTSdAD/ & u \GTSdAD/ v\\
|\GTSdirectedAdjacencyDownRelation/| & |\GTSdADR/| & $\GTSdADR/$
  & $u \GTSdADR/ v$\\
|\GTSnegatedDirectedAdjacencyDown/| & |\GTSnDAD/| & \GTSnDAD/
  & u \GTSnDAD/ v\\
|\GTSnegatedDirectedAdjacencyDownRelation/| & |\GTSnDADR/| & $\GTSnDADR/$
  & $u \GTSnDADR/ v$\\
|\GTSincidence/| & |\GTSi/| & \GTSi/ & v \GTSi/ e\\
|\GTSincidenceRelation/| & |\GTSiR/| & $\GTSiR/$ & $v \GTSiR/ e$\\
|\GTSnegatedIncidence/| & |\GTSnI/| & \GTSnI/ & v \GTSnI/ e\\
|\GTSnegatedIncidenceRelation/| & |\GTSnIR/| & $\GTSnIR/$
  & $v \GTSnIR/ e$\\
|\GTSoutIncidence/| & |\GTSoI/| & \GTSoI/ & v \GTSoI/ e\\
|\GTSoutIncidenceRelation/| & |\GTSoIR/| & $\GTSoIR/$ & $v \GTSoIR/ e$\\
|\GTSnegatedOutIncidence/| & |\GTSnOI/| & \GTSnOI/ & v \GTSnOI/ e\\
|\GTSnegatedOutIncidenceRelation/| & |\GTSnOIR/| & $\GTSnOIR/$
  & $v \GTSnOIR/ e$\\
|\GTSinIncidence/| & |\GTSiI/| & \GTSiI/ & v \GTSiI/ e\\
|\GTSinIncidenceRelation/| & |\GTSiIR/| & $\GTSiIR/$ & $v \GTSiIR/ e$\\
|\GTSnegatedInIncidence/| & |\GTSnII/| & \GTSnII/ & v \GTSnII/ e\\
|\GTSnegatedInIncidenceRelation/| & |\GTSnIIR/| & $\GTSnIIR/$
  & $v \GTSnIIR/ e$\\
\end{tabular}

