2007Journal of Lanzhou UniversityRequires access

On the vertex-distinguishing edge chromatic number of P_m V W_n

Ma Gang

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Abstract

A proper edge-coloring is called vertex-distinguishing if every two vertices are incident to edge with vertex.The minimum number of colors is required for a vertex-distinguishing proper edge-coloring.In this paper,we have given the vertex-distinguishing edge chromatic number of path and wheel join-graph.

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A proper edge-coloring is called vertex-distinguishing if every two vertices are incident to edge with vertex.The minimum number of colors is required for a vertex-distinguishing proper edge-coloring.In this paper,we have given the vertex-distinguishing edge chromatic number of path and wheel join-graph.

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Available abstract

A proper edge-coloring is called vertex-distinguishing if every two vertices are incident to edge with vertex.The minimum number of colors is required for a vertex-distinguishing proper edge-coloring.In this paper,we have given the vertex-distinguishing edge chromatic number of path and wheel join-graph.

Key concepts: Combinatorics, Vertex (graph theory), Chromatic scale, Mathematics, Neighbourhood (mathematics), Edge coloring, Fractional coloring, Edge cover

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