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区间值强模糊图的运算性质 被引量:2

Strong interval value fuzzy operation properties of graph
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摘要 利用经典图和模糊图定义和性质,给出了区间值模糊关系、模糊变换以及区间值强模糊图的定义,相应地定义了区间值强模糊图弱直积、半直积运算,并且证明了其弱直积、半直积运算封闭的性质。 Using the classical graph and fuzzy graph definition and nature, it gives the definition of fuzzy relation, fuzzy interval value and interval valued fuzzy graph transformation, the corresponding definition of interval valued fuzzy graph weak direct product, semi direct product operation, and proves the weak direct product, semi direct product property oper-ation closed.
出处 《计算机工程与应用》 CSCD 2014年第17期12-15,共4页 Computer Engineering and Applications
基金 国家自然科学基金(No.11061026,No.11071151)
关键词 模糊图 区间值 区间值强模糊图 弱直积 半直积 fuzzy graph interval value strong interval value fuzzy graph weak direct product semidirect product
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参考文献17

  • 1Bhattacharya P.Some remarks on fuzzy graphs[J].Pattern Recognition Letters,1987,6:297-302.
  • 2Mordeson J N,Peng C S.Operations on fuzzy graphs[J].Information Sciences,1994,79:159-170.
  • 3Sunitha M S,Vijaya Kumar A.Complement of a fuzzy graph[J].Indian J Pure Appl Math,2002,33(9):1452-1464.
  • 4彭祖赠,孙韫玉.模糊(Fuzzy)数学及其应用[M].2版.武汉:武汉大学出版社,2007.
  • 5Bhutani K R,Rosenfeld A.Strong arcs in fuzzy graphs[J].Information Sciences,2003,152:319-322.
  • 6Mathew S,Sunitha M S.Types of arcs in fuzzy graph[J].Information Sciences,2009,179:1760-1768.
  • 7Bhutani K R,Battou A.On M-strong fuzzy graphs[J].Information Sciences,2003,155:103-109.
  • 8Al-Hawary T.Complete fuzzy graphs[J].International J Math Combin,2011,4:26-34.
  • 9Nagoor Gani A,Kadha K.On regular fuzzy graphs[J].J Physical Sciences,2008,12:33-40.
  • 10Zadeh L A.The concept of a linguistic and application to approximate reasoning I[J].Information Sciences,1975,8:199-249.

二级参考文献18

  • 1Zadeh L A.The concept to approximate reasoning 8:199-249 of a linguistic and application I[J].Information Science, 1975,.
  • 2Zadeh L A.Fuzzy sets[J].Information Control, 1965, 8: 338-353.
  • 3Rosenfeld A.Fuzzy graphs[M]//Zadeh L A, Fu K S, Shimura M.Fuzzy Sets and Their Applications.New York: Academic Press, 1975 : 77-95.
  • 4Mordeson J N,Peng C S.Operations on fuzzy graphs[J]. Information Science, 1994,79 : 159-170.
  • 5Mordeson J N,Nair P S.Fuzzy graphs and fuzzy hypergraphs[M].Heidelberg: Physica Verlag, 1998.
  • 6Ju H, M, Wang L H.Interval-valued fuzzy subsemi-groups and subgroups sssociated by. interval-valued fuzzy graphs[C]//Proceedings of 2009 WRI Global Congress on Intelligent Systems, 2009: 484-487.
  • 7Akram M, Dudek W A.Interval-valued fuzzy graphs[J]. Computers and Mathematics with Applications, 2011,61 (2) :289-299.
  • 8Li S G, Yang W H.Some complementary results on interval-valued fuzzy graphs[J].Discrete Mathematics, 2012(1).
  • 9Deschrijver G, Kerre E E.On the relationship between some extensions of fuzzy set theory[J].Fuzzy Sets and Systems, 2003,133 : 227-235.
  • 10Zadeh L A. The concept of a Linguistic variable and its application to approximate reasoning I [J]. Information Science, 1975,8 : 199-249.

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