1) fuzzifying proximity filter
不分明化近性滤子
2) fuzzifying filter
不分明化滤子
1.
In this paper,we give the definition of fuzzifying filter, and study its properities with the semantics and the relations between subnet and net.
本文在[1]的不分明化拓扑新定义基础上,给出了不分明化滤子的定义,并且用逻辑的语义方法讨论了它的若干性质;之后讨论了子网和网的关系;最后给出了不分明化超滤子与超网的定义,同时用逻辑的语义方法证明了超滤子的极限点集与附贴集的等价关系。
3) fuzzifying super-filter
不分明化超滤子
1.
Meanwhile,we give the definitions of fuzzifying super-filter and super-net and prove the equal relations of limit piont sets and adhere point sets of super-filter with the semantics.
本文在[1]的不分明化拓扑新定义基础上,给出了不分明化滤子的定义,并且用逻辑的语义方法讨论了它的若干性质;之后讨论了子网和网的关系;最后给出了不分明化超滤子与超网的定义,同时用逻辑的语义方法证明了超滤子的极限点集与附贴集的等价关系。
4) fuzzifying proximity spaces
不分明化近性空间
1.
In this paper, We introduce the concepts of fuzzifying proximity spaces and neighorhood Proximity, discuss some of their properties and draw a conclusion that fuzzifying proximity neighborhood satisfying the conditions may induce a fuzzifying proximity spaces.
在不分明化拓扑的框架下，给出了不分明化近性空间的定义⒀在此基础上给出了一个不分明化近性空间的等价性刻划（用映射族）；然后又定义了不分明化近性滤子与不分明化近性邻域系，并讨论了它们的若干性质，证明了不分明化近性邻域系是不分明化近性滤子，同时，还证明了满足一定条件的不分明化邻域系可以诱导一个不分明化近性空间⒀作为不分明化近性空间理论的核心——Ｗｅｉｌ定理将在后续文章中讨论
5) fuzzifying proximity neighborhood system
不分明化近性邻域系
6) fuzzifying subalgebra
不分明化子代数
补充资料：近瞅子
1.方言。近视眼。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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