1) weak KKM map
弱KKM映射
2) weakly R-KKM mapping
弱R-KKM映射
1.
The concepts of weakly R-KKM mappings,R-convex and R-β-quasiconvex in general topological spaces without any convex structure are introduced.
在不具有任何凸性结构的一般拓扑空间中引入弱R-KKM映射,R-凸和R-β-拟凸这些新的概念。
3) weakly FC-KKM mappings
弱FC-KKM映射
1.
The weakly FC-KKM mappings and the class of mappings with the weakly FC-KKM property are introduced and studied in FC-space.
在FC-空间中引入和研究了弱FC-KKM映射和具有弱FC-KKM性质的映射类。
4) KKM map
KKM映射
1.
The definitions of FC-space,FC-subspace and KKM mapping are given,the concept of FC-subspace generated by a subset in FC-spaces is introduced,and its properties are also discussed.
给出FC-空间和FC-子空间以及KKM映射的定义,引入由子集生成的FC-子空间的概念并讨论其性质,最后得出FC-空间上闭[开]形式的KKM型定理。
2.
The concept of generalized convex space and the definitions of KKM map and Γ-convex subset on this space are given, classical KKM principle is also introduced, and then KKM principle on generalized convex spaces obtained in paper [5] is given, from which some versions of KKM type theorem are obtained.
给出一般化凸空间的概念及在该空间上KKM映射和Г-凸子集的定义,介绍古典的KKM原理,然后给出文献[5]中得到的一般化凸空间上的KKM原理,并根据上述原理得到若干个KKM型定理的表达形式。
3.
The development of classical KKM mapping and history of the KKM theory were introduced,some recently important results obtained by the KKM type theorems were given.
简要介绍古典的KKM映射的演变过程和KKM理论的发展历史,并给出利用KKM型定理得到的最近的一些重要研究成果,以进一步了解和掌握并研究KKM理论。
5) KKM mapping
KKM映射
1.
Similarly to that in convex spaces,the concept of KKM mappings is introduced inconvex topological spaces without any linear structure.
类似于在线性凸可空间的情形,本文在没有任何线性结构的抽象凸空间定义了KKM映射,并建立了KKM映射的新的一致性定理及KKM型定理。
6) G-KKM mapping
G-KKM映射
1.
G-KKM selections in G-convex space are introduced,by using G-KKM selections and G-KKM mapping,some nonempty intersection theorem are proved.
给出了G-凸空间中的G-KKM选择,由G-KKM选择和G-KKM映射,证明了一些非空交定理,推广了R。
补充资料：弱弱联合
弱弱联合是指两个总体实力都不强但都拥有自己独特的某方面优势的企业之间进行联合，以形成较强的实力。弱弱联合，弱企业之间优势互补，可以形成整体实力变强的效应。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条