In this paper ,we introduce a class of generalized mapping called transfer open orclosed valued mapping to generalize the KKM theorem on H-space.Then asapplications,using our H-KKM theorem,we prove some coincidence th...In this paper ,we introduce a class of generalized mapping called transfer open orclosed valued mapping to generalize the KKM theorem on H-space.Then asapplications,using our H-KKM theorem,we prove some coincidence theorems.matching theorems and vector valued minimax inequalities which generalize slightly thecorresponding results in[1,2,4,5,6,7].展开更多
利用X.P.Ding(J.Sichuan Normal Univ.(Nat.Sci.),2005,28(2):127～130.)最近介绍的有限连续拓扑空间(FC-空间)概念,包含非线性分析中许多具有凸结构的拓扑空间在内,借助于转移开(闭)值映象,在FC-空间中讨论了KKM型定理的一些应用(一些...利用X.P.Ding(J.Sichuan Normal Univ.(Nat.Sci.),2005,28(2):127～130.)最近介绍的有限连续拓扑空间(FC-空间)概念,包含非线性分析中许多具有凸结构的拓扑空间在内,借助于转移开(闭)值映象,在FC-空间中讨论了KKM型定理的一些应用(一些不动点定理和极小极大不等式).展开更多
文摘In this paper ,we introduce a class of generalized mapping called transfer open orclosed valued mapping to generalize the KKM theorem on H-space.Then asapplications,using our H-KKM theorem,we prove some coincidence theorems.matching theorems and vector valued minimax inequalities which generalize slightly thecorresponding results in[1,2,4,5,6,7].
文摘利用X.P.Ding(J.Sichuan Normal Univ.(Nat.Sci.),2005,28(2):127～130.)最近介绍的有限连续拓扑空间(FC-空间)概念,包含非线性分析中许多具有凸结构的拓扑空间在内,借助于转移开(闭)值映象,在FC-空间中讨论了KKM型定理的一些应用(一些不动点定理和极小极大不等式).
