2011•Unpublished venueRequires access

Adjacent vertex-distinguishing I-total coloring of corona graphs C_m·C_n and C_m·K_n

Fei Wen

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Abstract

In order to research of adjacent vertex-distinguishing I-total coloring of general graph,the authors have given the adjacent vertex-distinguishing I-total coloring of Cm·Cn and Cm·Kn by constructing the coloring function,and its adjacent vertex-distinguishing I-total chromatic of Cm·Cn 和 Cm·Kn.Furthermore,the conjecture of adjacent vertex-distinguishing I-total coloring has been checked in this paper.

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What this paper is about

In order to research of adjacent vertex-distinguishing I-total coloring of general graph,the authors have given the adjacent vertex-distinguishing I-total coloring of Cm·Cn and Cm·Kn by constructing the coloring function,and its adjacent vertex-distinguishing I-total chromatic of Cm·Cn 和 Cm·Kn.Furthermore,the conjecture of adjacent vertex-distinguishing I-total coloring has been checked in this paper.

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Available abstract

In order to research of adjacent vertex-distinguishing I-total coloring of general graph,the authors have given the adjacent vertex-distinguishing I-total coloring of Cm·Cn and Cm·Kn by constructing the coloring function,and its adjacent vertex-distinguishing I-total chromatic of Cm·Cn 和 Cm·Kn.Furthermore,the conjecture of adjacent vertex-distinguishing I-total coloring has been checked in this paper.

Key concepts: Combinatorics, Total coloring, Mathematics, Fractional coloring, Vertex (graph theory), Conjecture, Brooks' theorem, Complete coloring

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