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作 者:文开庭
机构地区:[1]贵州工程应用技术学院土木建筑工程学院,贵州毕节551700
出 处:《应用数学》2015年第3期533-539,共7页Mathematica Applicata
基 金:Supported by the Natural Science Foundation of China(11361003);Natural Scientific Research Foundation of Guizhou Province Education Department of China((2012)058)
摘 要:在GFC-空间中引入GFs-KKM映射,建立GFs-KKM定理.作为应用,获得GFC-空间中广义γ-GFs-对角拟凹弱γ-转移紧下半连续泛函的变分不等式、弱转移紧闭集的几何截口定理和弱转移紧开值集值映射的重合定理.我们的结论统一、改进和推广了一些近期文献的已知结果.In this paper, the GFs-KKM mapping is introduced and a GFs-KKM theorem is established in GFC-spaces.As applications, a variational inequality for generalized γ- GFs-diagonally quasiconcave weakly γ-transfer compactly lower semicontinuous functions, a geometric section theorem for weakly transfer compactly closed sets and a coincidence theorem for weakly transfer compactly open valued mappings axe obtained in GFC-spaces. Our results unify, improve and generalize some known results in recent reference.
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