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P-图与它的结构

Graphs and Its Structure
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摘要 利用P-集合,提出P-图,P-图是由内P-图GF-与外P-图GF构成的图对;或者(GF-,GF)是P-图,P-图具有动态特性.给出P-图的结构,给出P-图与普通图的关系;在一定条件下,P-图能回到普通图的"原点".P-图是普通图论中的一个新的研究方向与研究分支. By using P- sets, packet graphs called P- graphs are presented, which are composed of internal packet graphs and outer packet graphs. That is to say, (G^F- ,G^F) are P - graphs. P - graphs have dynamic characteristics. The structure of P- graphs is given and the relations between P- graphs and com- mon graphs are given. Under certain conditions, P- graphs can return to the origin of common graphs. P - graphs are new research direction and research branch in graph theory.
作者 孔淑霞
出处 《德州学院学报》 2014年第2期51-53,66,共4页 Journal of Dezhou University
基金 山东省自然科学基金(ZR2010AL019)
关键词 P-集合 P-图 基图 动态特征 P - sets P - graphs ground graph dynamic characteristics
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  • 1禹继国,刘桂真.图的分数κ-因子(英文)[J].工程数学学报,2005,22(2):377-380. 被引量:3
  • 2马英红,刘桂真.图的分数因子与孤立韧度(英文)[J].应用数学,2006,19(1):188-194. 被引量:7
  • 3SHI Kaiquan. S-rough sets and its applications in diagnosis-recognition for disease[J]. IEEE Proceedings of the First International Conference on Machine Learning and Cybernetics, 2002, 1 (1) : 50-54
  • 4SHI Kaiquan, CUI Yuquan. F-decomposition and F-reduction of S-rough sets[J]. An International Journal Advances in Systems Science and Applications, 2004, 4(4):487-499.
  • 5SHI Kaiquan, CHANG Tingchen, One direction S-rough sets[J]. International Journal of Fuzzy Mathematics, 2005, 13(2) : 319-334.
  • 6SHI Kaicluan. Two direction S-rough sets[J]. International Journal of Fuzzy Mathematics, 2005, 13(2) : 335-349.
  • 7史开泉,姚炳学.函数S-粗集与规律挖掘[M].北京:科学出版社,2007.147-198.
  • 8PAWLAK Z. Rough sets[J]. International Journal of Computer and Information Sciences, 1982, 32(11): 341-356.
  • 9Shi Kaiquan.P-sets and its applications[J].An Internat-ional Journal Advances in Systems Science and Applications,2009,9(2):209-219.
  • 10Shi Kaiquan,et al.One direction S-roughsets[J].Inter-national Journal of Fuzzy Mathematics,2005,13(2):319-334.

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