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△(G)=3的外平面图的邻强边染色
焦永兰1; 王建方2; 刘林忠1; 张忠辅1
2001
Source Publication经济数学
ISSN1007-1660
Volume018Issue:002Pages:68
Abstract对图G(V,E),一正常k-边染色f称为G(V,E)的一邻强边染色,当且仅当对任意uv∈E(G)有fu≠fv,其中fu={f(uw)│uw∈E(G)},f(uw)表示染边uw的色,并称Xas(G)=min{k│存在G的一k种色的邻强边染色}为G的邻强边色数。本文证明了对△(G)=3的2-连通外平面图,有X′as(G)=4.
Language英语
Document Type期刊论文
Identifierhttp://ir.amss.ac.cn/handle/2S8OKBNM/40239
Collection中国科学院数学与系统科学研究院
Affiliation1.兰州交通大学
2.中国科学院数学与系统科学研究院
Recommended Citation
GB/T 7714
焦永兰,王建方,刘林忠,等. △(G)=3的外平面图的邻强边染色[J]. 经济数学,2001,018(002):68.
APA 焦永兰,王建方,刘林忠,&张忠辅.(2001).△(G)=3的外平面图的邻强边染色.经济数学,018(002),68.
MLA 焦永兰,et al."△(G)=3的外平面图的邻强边染色".经济数学 018.002(2001):68.
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