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几种图的弱符号控制数 被引量:2

Weak Signed Domination Number in General Graph
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摘要 本文对弱符号控制函数和弱符号控制数的性质进行了研究,在此基础上,得出完全图、完全二部图、圈、路等的弱符号控制数的性质。 The properties about weak signed domination function and weak singed domination number of graph have been studied. In this paper,we do some study on the properties of complete graph, complete 2- partite graph, path, cycle and so
出处 《长春师范学院学报(自然科学版)》 2006年第5期22-24,共3页 Journal of Changchun Teachers College
关键词 弱符号控制函数 弱符号控制数 weak signed domination function weak signed domination number
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参考文献4

  • 1[1]Ore O.Theory of Graphs[M].Amer.Math.Soc.Colloq.Pybl.38,American Mathe-matical Society,Providence,1962.
  • 2[2]Jean Dunbar,Stephen Hedetniemi,Michael A Henning,Alice McRae.Minus domination in graphs[J].Discrete Mathematics 1999,199:35-47.
  • 3[3]J.Dunbar,etal.Signed domination in graphs[J].Graphy Theory,Combinatiorics and Applications,Wiley,New York,vol.l,1995,311-322.
  • 4王朝瑞.图论[M].北京:高等教育出版社,1981..

共引文献16

同被引文献7

  • 1王军秀.特殊图类的符号控制数[J].纯粹数学与应用数学,2005,21(1):59-61. 被引量:6
  • 2Chen Weidong, Song Enmen. Lower bounds on several versions of signed domination number[J]. Discrete Math., 2008(308):1837-1846.
  • 3Zhang Zhongfu, Xu Baogen, Li Yinzhen, et al. A note on the lower bounds of signed domination number of a graph[J]. Discrete Math., 1999(195):295-298.
  • 4Ore. Theory of Graphs[ M]. Amer. Math. Soc. Coloq. Pybl. 38 ,A- merican Mathe - matical Society, Providence, 1962.
  • 5Jean Dunbar, Stephen Hedetniemi, Michael A Hennlng, Alice McRae. Minus doination in graphs [ J ]. Discrete Mathematics 1999,199:35 -47.
  • 6Dunbar,etal. Signed domination in grapht[ J]. Graphy Theory, Combinatiorics and Applications, Wiley, New York, 1995,1:311 - 322.
  • 7张德富,黄文奇,汪厚祥.求解SAT问题的拟人退火算法[J].计算机学报,2002,25(2):148-152. 被引量:27

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