\GAPDocLabFile{digraphs}
\makelabel{digraphs:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{digraphs:Abstract}{}{X7AA6C5737B711C89}
\makelabel{digraphs:Copyright}{}{X81488B807F2A1CF1}
\makelabel{digraphs:Acknowledgements}{}{X82A988D47DFAFCFA}
\makelabel{digraphs:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{digraphs:The Digraphs package}{1}{X7F202ABA780E595D}
\makelabel{digraphs:Introduction}{1.1}{X7DFB63A97E67C0A1}
\makelabel{digraphs:Definitions}{1.1.1}{X84541F61810C741D}
\makelabel{digraphs:Installing Digraphs}{2}{X817088B27F90D596}
\makelabel{digraphs:For those in a hurry}{2.1}{X7DA3059C79842BF3}
\makelabel{digraphs:Configuration options}{2.1.1}{X7C1F2E6D860DBDEC}
\makelabel{digraphs:Optional package dependencies}{2.2}{X780AA9D97EBCA95D}
\makelabel{digraphs:The Grape package}{2.2.1}{X8493C7587FCF6D8B}
\makelabel{digraphs:Compiling the kernel module}{2.3}{X849F6196875A6DF5}
\makelabel{digraphs:Rebuilding the documentation}{2.4}{X857CBE5484CF703A}
\makelabel{digraphs:Testing your installation}{2.5}{X7862D3F37C5BBDEF}
\makelabel{digraphs:Creating digraphs}{3}{X7D34861E863A5D93}
\makelabel{digraphs:Creating digraphs}{3.1}{X7D34861E863A5D93}
\makelabel{digraphs:Changing representations}{3.2}{X83608C407CC8836D}
\makelabel{digraphs:New digraphs from old}{3.3}{X85126078848B420A}
\makelabel{digraphs:Random digraphs}{3.4}{X85B5D9B97F5187B7}
\makelabel{digraphs:Standard examples}{3.5}{X7C76D1DC7DAF03D3}
\makelabel{digraphs:Operators}{4}{X7AD6F77E7D95C996}
\makelabel{digraphs:Operators for digraphs}{4.1}{X84E0B5B88358C96B}
\makelabel{digraphs:Attributes and operations}{5}{X8739F6CD78C90B14}
\makelabel{digraphs:Vertices and edges}{5.1}{X7E814B6478F7D015}
\makelabel{digraphs:Neighbours and degree}{5.2}{X7D7CE8328187D0DF}
\makelabel{digraphs:Orders}{5.3}{X86424F167BD4F629}
\makelabel{digraphs:Reachability and connectivity}{5.4}{X8537F4088400DC48}
\makelabel{digraphs:Cayley graphs of groups}{5.5}{X82F900777D677F55}
\makelabel{digraphs:Associated semigroups}{5.6}{X790FD6647ECCAE3C}
\makelabel{digraphs:Planarity}{5.7}{X7E2305528492DDC0}
\makelabel{digraphs:Properties of digraphs}{6}{X7ADDEFD478D470D5}
\makelabel{digraphs:Vertex properties}{6.1}{X7D6A52AB7C69A9CA}
\makelabel{digraphs:Edge properties}{6.2}{X7F49388F8245F0E9}
\makelabel{digraphs:Orders}{6.3}{X86424F167BD4F629}
\makelabel{digraphs:Regularity}{6.4}{X7AAF896982EC22FA}
\makelabel{digraphs:Connectivity and cycles}{6.5}{X780DAEB37C5E07FD}
\makelabel{digraphs:Planarity}{6.6}{X7E2305528492DDC0}
\makelabel{digraphs:Homomorphisms and transformations}{6.7}{X83DC8AD283C41326}
\makelabel{digraphs:Homomorphisms}{7}{X84975388859F203D}
\makelabel{digraphs:Acting on digraphs}{7.1}{X8200192B80AD2071}
\makelabel{digraphs:Isomorphisms and canonical labellings}{7.2}{X7E48B9F87A0F22D4}
\makelabel{digraphs:Homomorphisms of digraphs}{7.3}{X7E1A02FE8384C03C}
\makelabel{digraphs:Finding cliques and independent sets}{8}{X7A7E0B957932DF44}
\makelabel{digraphs:Finding cliques}{8.1}{X788474E38446039B}
\makelabel{digraphs:Finding independent sets}{8.2}{X7E31253287708348}
\makelabel{digraphs:Visualising and IO}{9}{X81714DBC80CC4BCB}
\makelabel{digraphs:Visualising a digraph}{9.1}{X7CF67F8278D9469C}
\makelabel{digraphs:Reading and writing digraphs to a file}{9.2}{X81C9B1DC791C0BBD}
\makelabel{digraphs:Grape to Digraphs Command Map}{A}{X800DAF137BA8E25B}
\makelabel{digraphs:Functions to construct and modify graphs}{A.1}{X7CC8A9DB86F9F0F4}
\makelabel{digraphs:Functions to inspect graphs, vertices and edges}{A.2}{X7C38A6397D2770FB}
\makelabel{digraphs:Functions to determine regularity properties of graphs}{A.3}{X78A5A34783C70CD7}
\makelabel{digraphs:Some special vertex subsets of a graph}{A.4}{X7C74978D85F7AF5C}
\makelabel{digraphs:Functions to construct new graphs from old}{A.5}{X7E51B92F7E89E266}
\makelabel{digraphs:Vertex-Colouring and Complete Subgraphs}{A.6}{X7A61E3FC7A2BB50E}
\makelabel{digraphs:Automorphism groups and isomorphism testing for graphs}{A.7}{X7DFC61EC7CBDBC7E}
\makelabel{digraphs:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{digraphs:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{digraphs:Index}{Ind}{X83A0356F839C696F}
\makelabel{digraphs:Digraphs package overview}{1}{X7F202ABA780E595D}
\makelabel{digraphs:DigraphsMakeDoc}{2.4.1}{X870631C38610AC25}
\makelabel{digraphs:DigraphsTestInstall}{2.5.1}{X86AF4DAE80B978DA}
\makelabel{digraphs:DigraphsTestStandard}{2.5.2}{X7A20088B7C406C4A}
\makelabel{digraphs:DigraphsTestExtreme}{2.5.3}{X7885EF3E785D4298}
\makelabel{digraphs:IsDigraph}{3.1.1}{X7877ADC77F85E630}
\makelabel{digraphs:IsMutableDigraph}{3.1.2}{X7D7EDF83820ED6F5}
\makelabel{digraphs:IsImmutableDigraph}{3.1.3}{X7CAFAA89804F80BD}
\makelabel{digraphs:IsCayleyDigraph}{3.1.4}{X7E749324800B38A5}
\makelabel{digraphs:IsDigraphWithAdjacencyFunction}{3.1.5}{X80F1B6D28478D8B9}
\makelabel{digraphs:DigraphByOutNeighboursType}{3.1.6}{X86E798B779515678}
\makelabel{digraphs:DigraphFamily}{3.1.6}{X86E798B779515678}
\makelabel{digraphs:Digraph}{3.1.7}{X834843057CE86655}
\makelabel{digraphs:Digraph for a list and function}{3.1.7}{X834843057CE86655}
\makelabel{digraphs:Digraph for a group, list, function, and function}{3.1.7}{X834843057CE86655}
\makelabel{digraphs:DigraphByAdjacencyMatrix}{3.1.8}{X8023FE387A3AB609}
\makelabel{digraphs:DigraphByEdges}{3.1.9}{X7F37B6768349E269}
\makelabel{digraphs:EdgeOrbitsDigraph}{3.1.10}{X7B75C1D680757D6F}
\makelabel{digraphs:DigraphByInNeighbours}{3.1.11}{X81BC49B57EAADEFB}
\makelabel{digraphs:DigraphByInNeighbors}{3.1.11}{X81BC49B57EAADEFB}
\makelabel{digraphs:CayleyDigraph}{3.1.12}{X7FCADADC7EC28478}
\makelabel{digraphs:ListNamedDigraphs}{3.1.13}{X7BB820C9813F035F}
\makelabel{digraphs:AsBinaryRelation}{3.2.1}{X7FBC4BDB82FBEDD2}
\makelabel{digraphs:AsDigraph for a binary relation}{3.2.2}{X86834E307EACC670}
\makelabel{digraphs:Graph}{3.2.3}{X7B335342839E5146}
\makelabel{digraphs:AsGraph}{3.2.4}{X7C4F13E080EC16B0}
\makelabel{digraphs:AsTransformation}{3.2.5}{X7C5360B2799943F3}
\makelabel{digraphs:DigraphImmutableCopy}{3.3.1}{X83D93A8A8251E6F9}
\makelabel{digraphs:DigraphMutableCopy}{3.3.1}{X83D93A8A8251E6F9}
\makelabel{digraphs:DigraphCopySameMutability}{3.3.1}{X83D93A8A8251E6F9}
\makelabel{digraphs:DigraphCopy}{3.3.1}{X83D93A8A8251E6F9}
\makelabel{digraphs:DigraphImmutableCopyIfImmutable}{3.3.2}{X8399F7427B227228}
\makelabel{digraphs:DigraphImmutableCopyIfMutable}{3.3.2}{X8399F7427B227228}
\makelabel{digraphs:DigraphMutableCopyIfMutable}{3.3.2}{X8399F7427B227228}
\makelabel{digraphs:DigraphMutableCopyIfImmutable}{3.3.2}{X8399F7427B227228}
\makelabel{digraphs:InducedSubdigraph}{3.3.3}{X83C51DA182CCEA2F}
\makelabel{digraphs:ReducedDigraph}{3.3.4}{X7CAF093B85A93D2F}
\makelabel{digraphs:ReducedDigraphAttr}{3.3.4}{X7CAF093B85A93D2F}
\makelabel{digraphs:MaximalSymmetricSubdigraph}{3.3.5}{X829E3EAC7C4B3B1E}
\makelabel{digraphs:MaximalSymmetricSubdigraphAttr}{3.3.5}{X829E3EAC7C4B3B1E}
\makelabel{digraphs:MaximalSymmetricSubdigraphWithoutLoops}{3.3.5}{X829E3EAC7C4B3B1E}
\makelabel{digraphs:MaximalSymmetricSubdigraphWithoutLoopsAttr}{3.3.5}{X829E3EAC7C4B3B1E}
\makelabel{digraphs:MaximalAntiSymmetricSubdigraph}{3.3.6}{X79BA6A66846D5A95}
\makelabel{digraphs:MaximalAntiSymmetricSubdigraphAttr}{3.3.6}{X79BA6A66846D5A95}
\makelabel{digraphs:UndirectedSpanningForest}{3.3.7}{X7DD9766C86D3ED20}
\makelabel{digraphs:UndirectedSpanningForestAttr}{3.3.7}{X7DD9766C86D3ED20}
\makelabel{digraphs:UndirectedSpanningTree}{3.3.7}{X7DD9766C86D3ED20}
\makelabel{digraphs:UndirectedSpanningTreeAttr}{3.3.7}{X7DD9766C86D3ED20}
\makelabel{digraphs:DigraphShortestPathSpanningTree}{3.3.8}{X79C770918610AD97}
\makelabel{digraphs:QuotientDigraph}{3.3.9}{X7D1D26D27F5B56C2}
\makelabel{digraphs:DigraphReverse}{3.3.10}{X78DECD26811EFD7C}
\makelabel{digraphs:DigraphReverseAttr}{3.3.10}{X78DECD26811EFD7C}
\makelabel{digraphs:DigraphDual}{3.3.11}{X7F71D99D852B130F}
\makelabel{digraphs:DigraphDualAttr}{3.3.11}{X7F71D99D852B130F}
\makelabel{digraphs:DigraphSymmetricClosure}{3.3.12}{X874883DD7DD450C4}
\makelabel{digraphs:DigraphSymmetricClosureAttr}{3.3.12}{X874883DD7DD450C4}
\makelabel{digraphs:DigraphTransitiveClosure}{3.3.13}{X7A6C419080AD41DE}
\makelabel{digraphs:DigraphTransitiveClosureAttr}{3.3.13}{X7A6C419080AD41DE}
\makelabel{digraphs:DigraphReflexiveTransitiveClosure}{3.3.13}{X7A6C419080AD41DE}
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\makelabel{digraphs:DigraphReflexiveTransitiveReduction}{3.3.14}{X82AD17517E273600}
\makelabel{digraphs:DigraphReflexiveTransitiveReductionAttr}{3.3.14}{X82AD17517E273600}
\makelabel{digraphs:DigraphAddVertex}{3.3.15}{X83B2506D79453208}
\makelabel{digraphs:DigraphAddVertices for a digraph and an integer}{3.3.16}{X8134BEE7786BD3A7}
\makelabel{digraphs:DigraphAddVertices for a digraph and a list of labels}{3.3.16}{X8134BEE7786BD3A7}
\makelabel{digraphs:DigraphAddEdge for a digraph and an edge}{3.3.17}{X7E58CC4880627658}
\makelabel{digraphs:DigraphAddEdge for a digraph, source, and range}{3.3.17}{X7E58CC4880627658}
\makelabel{digraphs:DigraphAddEdgeOrbit}{3.3.18}{X7BE5C7028760B053}
\makelabel{digraphs:DigraphAddEdges}{3.3.19}{X8693A61B7F752C76}
\makelabel{digraphs:DigraphRemoveVertex}{3.3.20}{X7B634A2B83C08B16}
\makelabel{digraphs:DigraphRemoveVertices}{3.3.21}{X7E290E847A5A299A}
\makelabel{digraphs:DigraphRemoveEdge for a digraph and an edge}{3.3.22}{X8433E3BC7E5EA6BF}
\makelabel{digraphs:DigraphRemoveEdge for a digraph, source, and range}{3.3.22}{X8433E3BC7E5EA6BF}
\makelabel{digraphs:DigraphRemoveEdgeOrbit}{3.3.23}{X85981D9187F49018}
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\makelabel{digraphs:DigraphRemoveLoops}{3.3.25}{X79324AF7818C0C02}
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\makelabel{digraphs:DigraphRemoveAllMultipleEdges}{3.3.26}{X7DCCD0247897A3DE}
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\makelabel{digraphs:DigraphReverseEdge for a digraph and an edge}{3.3.27}{X7821753D85402A8C}
\makelabel{digraphs:DigraphReverseEdge for a digraph, source, and range}{3.3.27}{X7821753D85402A8C}
\makelabel{digraphs:DigraphDisjointUnion for an arbitrary number of digraphs}{3.3.28}{X814F1DFC83DB273F}
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\makelabel{digraphs:DigraphEdgeUnion for a positive number of digraphs}{3.3.29}{X7DA997697D310E44}
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\makelabel{digraphs:DigraphJoin for a positive number of digraphs}{3.3.30}{X7DDFC759860E3390}
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\makelabel{digraphs:DigraphCartesianProduct for a positive number of digraphs}{3.3.31}{X7D625CC87DBFFDED}
\makelabel{digraphs:DigraphCartesianProduct for a list of digraphs}{3.3.31}{X7D625CC87DBFFDED}
\makelabel{digraphs:DigraphDirectProduct for a positive number of digraphs}{3.3.32}{X84D24DC9833B54A5}
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\makelabel{digraphs:ConormalProduct}{3.3.33}{X8160BCC378AF000F}
\makelabel{digraphs:HomomorphicProduct}{3.3.34}{X79FD2AF279F20A72}
\makelabel{digraphs:LexicographicProduct}{3.3.35}{X8151176882BA9901}
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\makelabel{digraphs:StrongProduct}{3.3.37}{X82E200F07FEFAF27}
\makelabel{digraphs:DigraphCartesianProductProjections}{3.3.38}{X8795087A78FE7D54}
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\makelabel{digraphs:DistanceDigraph for digraph and int}{3.3.45}{X865436437DF95FEF}
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\makelabel{digraphs:DigraphClosure}{3.3.46}{X86F9CCEA839ABC48}
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\makelabel{digraphs:BinomialTreeGraph}{3.5.4}{X845C374280D6EAA4}
\makelabel{digraphs:BishopsGraph}{3.5.5}{X7E3240047C92733F}
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