2011•Journal of Lanzhou Jiaotong UniversityRequires access

Several Coloring Problems of the Spider Graph

Meng Li-dong

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Abstract

For a spider graph,the adjacent strong edge chromatic number,adjacent vertex strongly distinguishing total chromatic number,vertex reducible total chromatic number and adjacent vertex distinguishing vertex-edge total chromatic number are discussed,and the corresponding chromatic numbers are obtained.

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What this paper is about

For a spider graph,the adjacent strong edge chromatic number,adjacent vertex strongly distinguishing total chromatic number,vertex reducible total chromatic number and adjacent vertex distinguishing vertex-edge total chromatic number are discussed,and the corresponding chromatic numbers are obtained.

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Available abstract

For a spider graph,the adjacent strong edge chromatic number,adjacent vertex strongly distinguishing total chromatic number,vertex reducible total chromatic number and adjacent vertex distinguishing vertex-edge total chromatic number are discussed,and the corresponding chromatic numbers are obtained.

Key concepts: Chromatic scale, Combinatorics, Vertex (graph theory), Windmill graph, Graph, Mathematics, Spider, Edge coloring

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Several Coloring Problems of the Spider Graph — Research Paper | ScholarLens