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The Chromatic Uniqueness of Bipartite Graphs K ( m, n ) - A with | A | = 2
引用本文:邹辉文,朱忠华.The Chromatic Uniqueness of Bipartite Graphs K ( m, n ) - A with | A | = 2[J].东华大学学报(英文版),2006,23(3):47-51.
作者姓名:邹辉文  朱忠华
作者单位:[1]School of Management, Fuzhou University, Fuzhou 350002 [2]School of Mathematics and Information Science, East China Institute of Technology, Fuzhou 344000 [3]College of Sciences, Donghua University, Shanghai 201620
摘    要:The chromatically uniqueness of bipartite graphs K (m, n) - A(]A] = 2) was studied. With comparing the numbers of partitions into r color classes of two chromatically equivalent graphs, one general numerical condition guaranteeing that K( m, n) - A ( I A ] = 2) is chromatically unique were obtained. This covers and improves the former correlative results.

关 键 词:完全二部图  套色  单值性  标准图
收稿时间:2006-02-20

The Chromatic Uniqueness of Bipartite Graphs K ( m, n ) - A with |A| = 2
ZOU Hui-wen,ZHU Zhong-hua.The Chromatic Uniqueness of Bipartite Graphs K ( m, n ) - A with |A| = 2[J].Journal of Donghua University,2006,23(3):47-51.
Authors:ZOU Hui-wen  ZHU Zhong-hua
Abstract:The chromatically uniqueness of bipartite graphs K(m, n)- A(|A|=2) was studied. With comparing the numbers of partitions into r color classes of two chromatically equivalent graphs, one general numerical condition guaranteeing that K(m, n)-A(|A|=2) is chromatically unique were obtained. This covers and improves the former correlative results.
Keywords:complete bipartite graph  chromatically unique graph  chromatically normal graphs  partition into color classes
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