广西科学

引用本文：

邓天炎,黄立强,李西洋.图m(G₁(2n,1)^*G₂(2n,1))的优美性和奇强协调性[J].广西科学,2009,16(1):9-12. [点击复制]
DENG Tian-yan,HUANG Li-qiang,LI Xi-yang.The Graceful and Odd Strongly Harmonious of m(G₁(2n,1)^*G₂(2n,1))[J].Guangxi Sciences,2009,16(1):9-12. [点击复制]

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*图m(G₁(2n,1)^G₂(2n,1))的优美性和奇强协调性**
邓天炎^1,2, 黄立强², 李西洋²
0 字体:加大+\|默认\|缩小-
(1.贵州大学计算机科学系, 贵州贵阳 550025;2.广西师范学院数学与计算机科学系, 广西南宁 530023)

摘要:

定义图m(G₁(2n,1)^*G₂(2n,1))的概念,证明它是优美图和奇强协调图,还证明图G₁(2_n,m)也是奇强协调的.

关键词: 图论顶点标号优美性奇强协调性

DOI：

投稿时间：2008-08-25

基金项目:国家自然科学基金项目(10771095);广西师范学院青年科研基金项目(0605B007)资助

The Graceful and Odd Strongly Harmonious of m(G₁(2n,1)^*G₂(2n,1))

DENG Tian-yan^1,2, HUANG Li-qiang², LI Xi-yang²

(1.Department of Computer Science, Guizhou University, Guiyang, Guizhou, 550025, China;2.Department of Mathematics and Computer Science, Guangxi Teachers Education University, Nanning, Guangxi, 530023, China)

Abstract:

This article introduces the notion of m (G₁(2n, 1)^*G₂(2n, 1)) and shows that m (G₁(2n, 1)^*G₂(2n, 1)) is graceful and odd strongly harmonious.In addition, it is proofed that G₁(2_{n, m}) is also odd strongly harmonious.

Key words: graph vertex labeling graceful odd strongly harmonious

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