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有向图的最长圈 被引量:2

Longest Cycles in Oriented Graphs
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摘要 讨论了有向简单图的最长图 ,并给出某些图的Hamilton路和Hamilton图的存在条件 . Longest cycles in oriented graphs are discussed here. Hamilton properties in some special oriented graphs are derived.
出处 《西南民族学院学报(自然科学版)》 2000年第3期240-243,共4页 Journal of Southwest Nationalities College(Natural Science Edition)
关键词 有向图 竞赛偶图 HAMILTON图 Quasi-Hamilton有向偶图 最长圈 HAMILTON路 oriented graphs Hamilton cycle Quasi Hamilton bipartite oriented graph longest cycles
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参考文献11

  • 1[1]Bill Jackson.Long Paths and Cycles in Oriented Graphs[J].J Graph Theory,191,5:145~157.
  • 2[2]C Berge.Graphs and Hypergraphs[M].North Holland Amsterdam,1973.
  • 3[3]Nash-william.Hamillton Circuits in Graphs and Digraphs[M].In:The many facets of graph theory,Spring Verlag,Lecture Notes 110,1969.
  • 4[4]A Benhocine.On the existence of a specified cycle in digraphs with constraints on degrees[J].J Graph Theory,1984,8:101~107.
  • 5[5]C Thomassen. Hamiltonian connected tournaments[J].J Combin Theory (B),1980,28:142~163.
  • 6[6]Tian Fen,Wu Zheng-sheng,Zhang Cun-quan.Cycles of each length in tournaments[J].J Combin Theory(B),1982,23:245~255.
  • 7张克民.二部竞赛图的点泛偶回路性[J].南京大学学报(数学半年刊),1984,:85-88.
  • 8[8]J Ayel.Longest Paths in Bipartite Oriented Graph Theory[J].Discrete Mathematics,1982,40:115~118.
  • 9[9]Zhang Ke-min,Longest Paths and Cycles in Bipartite Oriented Graphs[J].J Graph Theory,1987,3:339~348.
  • 10[10]Song Zeng-min,Longest Paths Cycles in Bipartite Oriented Graphs[J].J Nanjing Institute of Technology,1986,2:1~5.

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