2010Journal of Graph TheoryRequires access

Cubic vertex-transitive graphs of order 2pq

ZhouJin-Xin, FengYan-Quan

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Abstract

A graph is vertex-transitive or symmetric if its automorphism group acts transitively on vertices or ordered adjacent pairs of vertices of the graph, respectively. Let G be a finite group and S a s...

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A graph is vertex-transitive or symmetric if its automorphism group acts transitively on vertices or ordered adjacent pairs of vertices of the graph, respectively. Let G be a finite group and S a s...

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Available abstract

A graph is vertex-transitive or symmetric if its automorphism group acts transitively on vertices or ordered adjacent pairs of vertices of the graph, respectively. Let G be a finite group and S a s...

Key concepts: Combinatorics, Mathematics, Symmetric graph, Vertex (graph theory), Transitive relation, Vertex-transitive graph, Automorphism group, Graph automorphism

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