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- fuzzy normal topological space 模糊正规拓扑空间
- normal topological space 正规拓扑空间
- There is a simple way of associating a topological space with a graph. 有一种把一个拓扑空间同一个图联系起来的简单的方式。
- It is proved, under MA+CH, that the inverse image of a normal space under a two to one closed mapping is not necessarily normal and that each topological space with a strictly positive regular finite Borel measure has calibre 1. 在MA+7CH下证明了:1.;正规空间在有限到一闭映射下的逆象未必正规; 2
- Homotopy Group in Fuzzy Topological space 不分明拓扑空间的同伦群
- It defines fuzzy normal and fuzzy failure.It inducsts concept of fuzzy normal and membership function with fuzzing reliability and average life span. 定义了模糊正常和模糊故障，通过将可靠度和平均寿命时间的模糊化，把模糊正常的概念和隶属函数引入模糊可靠度。
- A Kind of Compactness of Fuzzy Topological Space Fuzzy拓扑空间的一种紧性
- This paper extends the L-fuzzifying closure and interior to fuzzy sets, and generalizes Kuratowski Fourteen Sets Theorem in L-fuzzifying topological spaces based on these. 论文中把L-不分明化闭包和内部的概念扩充到模糊集合，并在此基础上把库拉托斯基十四集定理推广到L-不分明化拓朴中。
- On inverse semi-groups, the fuzzy normal sub-semigroup and fuzzy quotient sub-semigroup are defined via some special fuzzy relation by using fuzzy congruence relation on set. 摘要利用集合上模糊同余关系，在逆半群上定义了模糊正规子半群和模糊商子半群，并研究了逆半群上由这几类模糊关系所定义的模糊同余关系的一些性质。
- Defines the bound operation differ from the thesis [5] and applies the method to build up the topological space. 本文定义了不同于文[5]的边界运算,并应用这种方法建立了拓扑空间。
- Two ways of introducing commutative products for cochains on a topological space are developed. 本文对于一般拓扑空间与有1交换环,用两种方式定义上链的可交换乘法。
- Metric space is a specific topological space, and it is an important process to understand topological space. 摘要度量空间是一类特殊的拓扑空间，并且它是理解拓扑空间的一个重要过程。
- The relation between the rough sets and topological space is studied and topological space properties of rough sets on general relation are discussed. 研究了粗糙集和拓扑空间的关系。讨论了一般关系下粗糙集所诱导的拓扑空间的性质。
- Based on several examples, this paper introduces several kinds of particular topological space construction, which brought a series of conclusion. 摘要通过若干例题介绍了几种典型的拓扑空间构造法，并带来一系列的结论。
- In this paper, some related problems on the topological space are discussed and the regular open separation is obtained. 在此基础上，研究和讨论了拓扑空间的分离性问题，获得正则开分离性的一些结果。
- The method herein used is of creativeness.The conclusion reached is also of real plenitude to the theoretical basis about topological space. 所采用的方法具有一定的创新性，所得结论丰富了拓扑空间的理论基础。
- The TD-disturbing-valued Fuzzy Normal Subgroup TD型扰动值模糊正规子群
- The Disturbingvalued Fuzzy Normal Subgroup 扰动值模糊正规子群
- The concepts of connected unascertained subset, the connectedness of unascertained topological space and connected component are introduced and some related theorems obtained. 给出连通未确知子集的定义和相关的定理；未确知拓扑空间连通性的定义和定理，以及连通分支的定义、理。
- hyper-intuitionlstic fuzzy normal subgroups 超直觉模糊正规子群
