2012Shuxue de shijian yu renshiRequires access

On Vertex-distinguishing-equitable Total Chromatic Number of Mycielski Graphs

Ma Gang

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Abstract

We studied vertex-distinguishing-equitable total coloring(VDETC) of some mycielski graphs,and developed the vertex-distinguishing-equitable total chromatic numbers of mycielski graphs of path,cycle,star and fan by using constructive method,which satisfy the conjecture on VDETC.

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What this paper is about

We studied vertex-distinguishing-equitable total coloring(VDETC) of some mycielski graphs,and developed the vertex-distinguishing-equitable total chromatic numbers of mycielski graphs of path,cycle,star and fan by using constructive method,which satisfy the conjecture on VDETC.

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Available abstract

We studied vertex-distinguishing-equitable total coloring(VDETC) of some mycielski graphs,and developed the vertex-distinguishing-equitable total chromatic numbers of mycielski graphs of path,cycle,star and fan by using constructive method,which satisfy the conjecture on VDETC.

Key concepts: Combinatorics, Vertex (graph theory), Conjecture, Chromatic scale, Mathematics, Brooks' theorem, Constructive, Graph

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