2002Mathematica ApplicataRequires access

The Upper Chromatic Number of the Cartesian Product of Co-Hypergraphs

Zheng Qing-yu

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Abstract

The notion of mixed hypergraphs was introduced by Vitaly I.Voloshin in 1995,it is a generalization of the notion of hypergraphs.The lower chromatic number and the upper chromatic number of a mixed hypergraph are both importment.This paper discusses the upper chromatic number of the Cartesian product of co-hypergraphs.

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The notion of mixed hypergraphs was introduced by Vitaly I.Voloshin in 1995,it is a generalization of the notion of hypergraphs.The lower chromatic number and the upper chromatic number of a mixed hypergraph are both importment.This paper discusses the upper chromatic number of the Cartesian product of co-hypergraphs.

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Available abstract

The notion of mixed hypergraphs was introduced by Vitaly I.Voloshin in 1995,it is a generalization of the notion of hypergraphs.The lower chromatic number and the upper chromatic number of a mixed hypergraph are both importment.This paper discusses the upper chromatic number of the Cartesian product of co-hypergraphs.

Key concepts: Cartesian product, Chromatic scale, Hypergraph, Upper and lower bounds, Mathematics, Generalization, Combinatorics, Product (mathematics)

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