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图的条件着色的两个上界 被引量:1

Two New Upper Bounds of Conditional Coloring in Graphs
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摘要 通过构造一个可行算法——条件图算法,给出了一般图的条件边集合,并由此得到条件图,对条件图应用正常着色已有性质,证明了两个条件着色色数上界表达式. Finding a conditional graph of simple graphs through a feasible algorithm,discuss the relationship between the chromatic number of conditional graph and the chromatic number of original graph,and then get two upper bounds of conditional coloring.
作者 林越 王哲河
出处 《琼州学院学报》 2010年第2期8-9,13,共3页 Journal of Qiongzhou University
关键词 条件着色 条件图算法 条件图 MOORE图 conditional coloring graph of condition algorithm conditional graph moore graph
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参考文献4

  • 1徐俊明.图论及应用[M].合肥:中国科学技术大学出版社,2004.104-245.
  • 2丁超,樊锁海,赖宏建.图的条件色数的上界[J].暨南大学学报(自然科学与医学版),2008,29(1):35-38. 被引量:5
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  • 4Hong- Jian LM, Jiardiang LIN, Bruce Montgomery, Taozld SHUI, Suohai FAN. Conditional colorings of graphs [ J ]. Discrete Mathematics 306 (2006): 1997 - 2004.

二级参考文献4

  • 1LAI Hong - jian, MONTGOMERY B, POON H. Upper bounds of dynamic chromatic number [ J ]. Ars Combinatoria,2003,68 : 193 - 201.
  • 2LAI Hong - jian, LIN Jian - liang, MONTGOMERY B, et al. Conditional coloring of graphs [ J ]. Discrete Mathematics ,2006,306 : 1997 - 2004.
  • 3BIGGS N. Algbraic graph theory [ M ]. Cambrige: Cambrige University Press, 1993.
  • 4GODSIL C, ROYLE G. Algbraic graph theory [ M ]. Beijing: Bejing World Publishing Corporation,2004.

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