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树和2-正则图联的Cordial性 被引量:1

Cordiality of Union of Tree and 2-Regular Graphs
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摘要 由文献[1]可知,标号图的发展比较快,但树和2-正则图[2]的联的Cordial性仍未解决.本文以分类讨论的思想和方法解决了这一问题,为完善和发展Cordial图的内容做出了一份贡献.同时应用本文结论也很容易证明D(1,2)图[3]是Cordial图的结论. In this paper,the cordiality of the union of a tree and 2-regular graphs is given by using classification and discussion,which will contribute to the improvement and development of the Cordial graph. And meanwhile,the conclusion that D( 1,2) graph and graph [3]belong to the Cordial graph can be simply proved by using the theory.
出处 《绵阳师范学院学报》 2015年第11期15-17,共3页 Journal of Mianyang Teachers' College
基金 课题号(2014BS0109)
关键词 CORDIAL图 2-正则图 联图 D(1 2)图 Cordial graph Tree 2-regular graph joining graph D(1 2) graph MSC 2010: 05C78
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参考文献6

  • 1Joseph A Gallian.A Dynamic Surrey of Graph Labeling[J].The Electronic Journal of Combinatorics,2012,19.DS6.
  • 2徐丽平,刘峙山,倪臣敏.2-正则图的cordial性[J].延边大学学报(自然科学版),2008,34(1):21-22. 被引量:5
  • 3Ni Chenmin,Liu Zhishan.On the cordiality of D(1,3)Grahp[J].Ars combinatorial,2014,113:451-455.
  • 4Cahit I.Cordial graphs:A weaker version of graceful and harmonious graphs[J].Ars Combinatoric.1987.23:201-207.
  • 5曹向东,刘峙山.林的Cordial性[J].数学研究,2008,41(2):220-222. 被引量:4
  • 6Bondy J and Murty U S. Graph Theory with Apllications[ m]. North -Holland, Nework, 1976.

二级参考文献9

  • 1[1]Cahit I.On Cordial and 3-Equitbale Labeling of Graphs[J].Utilitas Math,1990,37:189-198.
  • 2[2]Cahit R.Cordial Graphs:A Weaker Version of Graceful and Harmonious Graphs[J].Ars Combinatoric,1987,23:201-208.
  • 3[3]Joseph A Gallian.A Dynamic Survey of Graph Labeling[J].The Electronic Journal of Combinatorics,2005,5:41-42.
  • 4Bondy J and Murty U S. Graph Theory with Applications. North-Holland, Nework, 1976.
  • 5Cahit I. Cordial graphs: A weaker version of graceful and harmonious graphs. ArsCombin., 1987, 23: 201-207.
  • 6Diab A T. Generalizations of some existing results on cordial graphs, preprint.
  • 7Joseph A, Gallian. A Dynamic Sturvey of Graph Labeling. The electronic journal of combinatorics, 2005, 5, #DS6.
  • 8Seoud M and Abdel Maqsoud A E I. On cordial and balanced labelings of graphs. J. Egyptian Math. Soc., 1999, 7: 127-135:
  • 9Youssef M Z. On cordial labeling of graphs, preprint.

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