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Generalized KKM type theorems in FC-spaces with applications (Ⅰ)

机译:FC空间中的广义KKM型定理及其应用(Ⅰ)

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摘要

The class KKM(X, Y) (resp., s-KKM(X, Y,Z)) of set-valued mappings with KKM (resp., s-KKM) property is introduced in FC-spaces without any convexity structure. Some generalized KKM (resp., s-KKM) type theorems are proved in FC-spaces under much weak assumptions. As applications, some new section theorems and coincidence theorems are established in FC-spaces. These theorems generalize many known results in literature. The further applications of these results will be given in a follow-up paper.
机译:具有KKM(resp。,s-KKM)属性的集合值映射的类KKM(X,Y)(resp。,s-KKM(X,Y,Z))在没有任何凸度结构的FC空间中引入。在非常弱的假设下,在FC空间中证明了一些广义的KKM(分别为s-KKM)型定理。作为应用,在FC空间中建立了一些新的截面定理和重合定理。这些定理概括了文献中许多已知的结果。这些结果的进一步应用将在后续文件中给出。

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