2004•Journal of Changzhou Vocational College of Information TechnologyRequires access

The Design Method of a Graph with Six Vertices and Seven Edges

Xu Ai

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Abstract

There are seventeen graphs and each of them has six vertices and seven edges. Now I complete the existence of a special graph which is one of the other twelve graphs. Accordingly I can solve the problem of the existence of the partial graphs with six vertices and seven edges according as the means of the special graph.

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What this paper is about

There are seventeen graphs and each of them has six vertices and seven edges. Now I complete the existence of a special graph which is one of the other twelve graphs. Accordingly I can solve the problem of the existence of the partial graphs with six vertices and seven edges according as the means of the special graph.

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Available abstract

There are seventeen graphs and each of them has six vertices and seven edges. Now I complete the existence of a special graph which is one of the other twelve graphs. Accordingly I can solve the problem of the existence of the partial graphs with six vertices and seven edges according as the means of the special graph.

Key concepts: Combinatorics, Mathematics, Graph, Path graph, Discrete mathematics, Line graph, Graph power

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