2013International Journal of Applied Mathematical ResearchOpen access

Graph operations on Cayley graphs of semigroups

Amir Assari, Narges Hosseinzadeh

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Abstract

Lots of large graphs can be constructed from existing smaller graphs by using graph operations, such as the graph products. Many properties of such large graphs are closely related to those of the corresponding smaller ones.In this paper we consider some operations of Cayley graphs on semigroups. Keywords: Graph operation, Cyaley graph, Col-Aut-vertex transitive.

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Lots of large graphs can be constructed from existing smaller graphs by using graph operations, such as the graph products. Many properties of such large graphs are closely related to those of the corresponding smaller ones.In this paper we consider some operations of Cayley graphs on semigroups. Keywords: Graph operation, Cyaley graph, Col-Aut-vertex transitive.

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Available abstract

Lots of large graphs can be constructed from existing smaller graphs by using graph operations, such as the graph products. Many properties of such large graphs are closely related to those of the corresponding smaller ones.In this paper we consider some operations of Cayley graphs on semigroups. Keywords: Graph operation, Cyaley graph, Col-Aut-vertex transitive.

Key concepts: Vertex-transitive graph, Mathematics, Cayley graph, Combinatorics, Symmetric graph, Graph product, Cograph, Discrete mathematics

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