First, consider a property of topological Spaces, such as being.
首先，考虑拓扑空间的一个性质，比如是。
Many topological spaces with abstract convexity structure are all FC-spaces.
许多具有抽象凸结构的拓扑空间都是FC-空间。
We also study the base and subbase in the product space of I-fuzzy topological Spaces.
此外，文中界定了乘积空间中基与子基并研究了乘积空间与因子空间的关系。
In this paper, we study connectivity in relative productive Spaces of L-fuzzy topological Spaces.
讨论相对乘积空间中关于连通性的可乘性问题。
In this paper, layer paracompactness of L -Fuzzy subsets is redefined in L -Fuzzy topological spaces.
在这篇文章中，我们拟对层仿紧性进行修正并重证相关的几个定理。
The good properties of local compactness on crisp topological spaces is generalized to L-topological spaces.
把分明拓扑空间中局部紧性的一些好的性质推广到L -拓扑空间中。
This paper improves the positive fixed theorem for cone mapping and extends it to real linear topological Spaces.
本文改进了锥映射正不动点定理，并且，推广到实线性拓扑空间。
A new coincidence theorem involving admissible set-valued mappings is proved in general noncompact topological Spaces.
在非紧的一般拓扑空间中证明了一个涉及容许集值映象的叠合定理。
In this paper, firstly the concept of generalized convex set-valued map is defined in ordered linear topological Spaces.
在序线性拓扑空间中定义了广义凸集值映射。
The definition and theorems on unascertained continuous function between two unascertained topological Spaces are introduced.
给出二未确知拓扑空间中的未确知连续函数的定义及定理。
This paper is aimed to study the KKM theory and its applications in general topological Spaces without any convexity structure.
本文的主要目的是在不具任何凸结构的一般拓扑空间中研究KKM理论及其应用。
This paper extends the separation theorem to the complex linear topological Spaces and explains its applications by an example.
本文把分离定理和强分离定理推广到复空间，并举例说明其应用。
And this definition is very important for us to study the topological inner inverse for a linear operator in a topological Spaces.
该定义对研究拓扑空间中线性算子的拓扑内逆具有重要意义。
In this paper, strong pre-open and strong pre-close sets were introduced in topological spaces and their properties were researched.
在分明拓扑空间中引入强拟开集和强拟闭集的概念，并讨论了它们的性质。
Two-and three-dimensional Euclidean Spaces are metric Spaces as are inner product Spaces vector Spaces and certain topological Spaces.
二维和三维的欧几里德空间是度量空间。另外，内乘空间、向量空间以及某些拓扑空间等也都是度量空间。
Two-and threed imensional euclidean spaces are metric spaces as are inner product spaces vector spaces and certain topological spaces.
二维和三维的欧几里德空间是度量空间。另外，内乘空间、向量空间以及某些拓扑空间等也都是度量空间。
Two - and three-dimensional Euclidean Spaces are metric Spaces, as are inner product Spaces, vector Spaces, and certain topological Spaces.
二维和三维的欧几里德空间是度量空间。另外，内乘空间、向量空间以及某些拓扑空间等也都是度量空间。
Regular order homomorphic mapping and regular continuity concepts are introduced by concepts of regular closed sets in LF topological spaces.
利用正则开（闭）集引入LF拓扑空间之间的几种正则序同态和几种正则连续性，并讨论了它们的性质及其相互关系。
In L-fuzzy topological spaces, ultra separation axioms were defined, some characterization of them were gvien, and their properties were discussed.
摘要在L-拓扑空间中，定义了超分离性，并给出它的一些等价刻画，讨论了它们的性质。
The concept of near PS-compactness in L-topological Spaces is introduced. It is a kind of new compactness between fuzzy compactness and PS-compactness.
引入了一般L -拓扑空间中的近ps -紧性概念，它是介于模糊紧性与PS -紧性之间的一种新的紧性。
The physical properties and fractal dimensions within different topological Spaces of the granular sludge in anaerobic baffled reactor (ABR) were investigated.
本文研究了ABR反应器启动过程中及启动成功后颗粒污泥的物理性质和不同拓扑空间下的分形维数。
The existence of the minimal and maximal fixed points for order preserving set-valued operators on semi-ordered sets and semi-ordered topological spaces was analyzed.
讨论了半序集和半序拓扑空间中保序集值算子的最小与最大不动点的存在性。
Similar to the building of topological Spaces through the calculation of a closure of set, the topological Spaces can also be built through the derived set calculation.
又类似于从闭包运算出发建立拓扑空间，从而得到了从导集运算出发建立的拓扑空间。
By applying the fixed point theorem, several new existence theorems of solutions for quasi-equilibrium problems are given under noncompact setting of topological Spaces.
应用此不动点定理，在非紧的一般拓扑空间中给出了几个关于拟平衡问题的解的存在性定理。
The physical properties and fractal dimensions within different topological spaces of the mature granular sludge in an anaerobic baffled reactor (ABR) were investigated.
研究了ABR反应器启动成功后成熟颗粒污泥的物理性质和不同拓扑空间下的分形维数。
In this paper, by using generalized R-KKM type theorems in topological Spaces, some existence theorems of solutions for equilibrium problem with lower and upper bounds are obtained.
应用拓扑空间中的广义r -KK M型定理，对拓扑空间中有上下界的平衡问题，证明了解的存在性定理。
In the second chapter, by using generalized R-KKM mappings, we obtain a new coincidence theorem for admissible set-valued mappings in topological Spaces without any convexity structure.
第二章，利用广义r - KKM映射，在不具任何凸结构的一般拓扑空间中证明了一个新的关于容许集值映射的叠合定理。
In this paper, we mainly discuss the fixed point theorems of monotone mappings and the solvability of a class of nonlinear operator equations in partially ordered F-type topological Spaces.
本文主要研究半序f -型拓扑空间中单调映射的不动点定理和一类非线性算子方程的可解性。
The properties of the proper algebraic boundary point sets of the sets in topological linear Spaces were discussed.
本文主要讨论了线性拓扑空间中集合的固有代数边界点集的性质。
The properties of the proper algebraic boundary point sets of the sets in topological linear Spaces were discussed.
本文主要讨论了线性拓扑空间中集合的固有代数边界点集的性质。
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