引用本文
  • 周思中.分数(g,f)-2-覆盖图和分数(g,f)-2-消去图[J].广西科学,2004,11(3):177-178,182.    [点击复制]
  • Zhou Sizhong.On Fractional(g,f)-2-Covered Graphs and Fractional(g,f)-2-Deleted Graphs[J].Guangxi Sciences,2004,11(3):177-178,182.   [点击复制]
【打印本页】 【在线阅读全文】【下载PDF全文】 查看/发表评论下载PDF阅读器关闭

←前一篇|后一篇→

过刊浏览    高级检索

本文已被:浏览 313次   下载 221 本文二维码信息
码上扫一扫!
分数(g,f)-2-覆盖图和分数(g,f)-2-消去图
周思中
0
(江苏科技大学数理系, 江苏镇江 212003)
摘要:
分别给出分数(g,f)-2-覆盖图和分数(g,f)-2-消去图的概念,以及一个图是分数(g,f)-2-覆盖图和分数(g,f)-2-消去图的若干充分条件.
关键词:    分数(g,f)-2-覆盖图  分数(g,f)-2-消去图  分数(g,f)-因子
DOI:
投稿时间:2004-01-05修订日期:2004-05-13
基金项目:
On Fractional(g,f)-2-Covered Graphs and Fractional(g,f)-2-Deleted Graphs
Zhou Sizhong
(Dept. of Math. & Phys., Jiangsu Sci. & Tech. Univ., Zhenjiang, Jiangsu, 212003, China)
Abstract:
In this paper,the fractional (g,f)-2-covered graph and the fractional (g,f)-2-deleted graph are defined,and some sufficient conditions for a graph to be fractional (g,f)-2-covered and fractional (g,f)-2-deleted are given.
Key words:  graph  fractional (g,f)-2-covered graph  fractional (g,f)-2-deleted graph  fractional (g,f)-factor

用微信扫一扫

用微信扫一扫