期刊文献+

4一致C-超图的最小边数的上界(英文)

Upper Bounds on Minimum Number of C-edges of 4-Uniform C-Hypergraphs
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摘要 主要讨论了 4一致C 超图的最小边数与最小上色数的关系 ,给出了上色数为 3的 4一致C 超图的最小边数的一个上界 . The upper chromatic number (H) of a C-hypergraph H=(X,C) is the maximum number of colors that can be assigned to the vertices of H in such a way that each C∈C contains a monochromatic pair of vertices.It is closely related to the number of C-edges.In this paper discusses the relationship between the lower bound of the size of C-edges and the lower bound of the upper chromatic number is discussed and an upper bound of minimum number C-edges of 4-uniform C-hypergraphs with minimum upper chromatic number is given.
出处 《应用数学》 CSCD 北大核心 2004年第4期623-628,共6页 Mathematica Applicata
基金 SupportedbyNNSF(6 0 172 0 0 3) ,NSF(Z2 0 0A0 2 )ofShangdongProvinceofChina
关键词 混合超图 严格染色 上色数 点对图 C-hypergraph Strict coloring Upper chromatic number Pair graph
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参考文献6

  • 1Berge C. Graphs and hypergraphs[M]. Amsterdam.. North-Holland, 1973.
  • 2Voloshin V I. On the upper chromatic number of a hypergraph[J]. Austr J Conbin. , 1995,11(1) : 2545.
  • 3Diao Kefeng,Zhao Ping,Zhou Huishan. About the upper chromatic number of a C- hypergraph[J]. Discrete Mathematics, 2000,220(1) : 67-73.
  • 4Bulgaru E,Voloshoin V I. Mixed interval hypergraphs[J]. Discrete Math , 1999,202(2) :239-248.
  • 5Tuza Z, Voloshin V. Uncolorable mixed hypergraphs[J]. Discrete Applied Mathematics, 2000,99 (1) : 29-41.
  • 6Jiang Tao, Mubayi D,Tuza Z, Vitaly Voloshin,Douglas B West. The chromatic spectrum of mixed hypergraphs[J]. Graphs and Combinatorics, 2002,18(3) : 309 -318.

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