它是一般拓扑中连通性的好的推广且是可乘的。
It is good extension of connectedness in general topology and it is productive.
映射与覆盖的方法是研究一般拓扑学的基本工具。
The method of mappings and covers is a basic tool to study general topology.
广义度量空间理论是一般拓扑学研究的重要课题。
The theory of generalized metric Spaces is an important question of general topology.
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。
A new coincidence theorem involving admissible set-valued mappings is proved in general noncompact topological Spaces.
利用已知的重合点定理，在一般拓扑空间内得到一个极大极小不等式定理。
By using a known coincidence theorem, a minimax inequality is established in general topological space.
作为结果，我们在没有凸结构的一般拓扑空间中给出了它的两种等价形式。
As a consequence, two equivalent formulations of the nonempty intersection theorem are obtained.
对一般拓扑中的有限补空间的基本性质进行讨论，并给出对称度量空间的应用。
This paper discusses some basic properties of finite complement Spaces in general topology and gives its application in symmetric Spaces.
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 is aimed to study the KKM theory and its applications in general topological Spaces without any convexity structure.
本文对像空间为一般拓扑向量空间的集值映射，给出了所谓几乎下半连续的概念；
An almost lower semicontinuity for a set-valued mapping with image space being a topological vector space.
根据铁路通信网络特点得出铁路通信网络的逻辑结构，从而抽象出其一般拓扑结构。
By analyzing the characteristic of railway communication network, the logical construction can be obtained.
利用KK M型引理，研究了在一般拓扑向量空间中的广义向量平衡问题解的存在性问题。
Based on KKM technique, the existence of solution to a generalized vector equilibrium problem is studied.
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。
By applying the fixed point theorem, several new existence theorems of solutions for quasi-equilibrium problems are given under noncompact setting of topological Spaces.
由于一般拓扑空间及模糊拓扑空间都是拓扑分子格的特殊情况，所以，这些结果具有比较广泛的适用性。
Since both general topological space and fuzzy topological space are special cases of topological molecule lattice, these results can be widely used.
最后给出的两个实例，表明分子格上强导元算子与一般拓扑学及不分明拓扑学中相应概念的关系和区别。
Then, by the aid of them, some descriptions of equivalence for complementary topology on Molecular Lattice are obtained.
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 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.
在最近由它们导入的关于子基的连通性基础上，给出了关于子基的局部连通性概念，并研究它的性质，得到一般拓扑学中局部连通性的一种推广。
We introduce and study connectedness relative to a subbase for the topology, and obtain their some properties, which generalize connectedness in a general topology.
用户应用程序(脚本形式)可以与拓扑中的节点关联，支持一般的后安装配置。
User applications, in the form of scripts, can be associated with the nodes in the topology, enabling general post installation configuration.
当WebSphereMQ引入集群的概念时，新词点对点网络被用于区分集群和一般的MQ网络拓扑。
When clustering was introduced to WebSphere MQ, the retronym point-to-point network was used to differentiate between a cluster and the classic MQ network topology.
有关这些高级拓扑的一般性讨论，我们建议您参考以下文章。
For a general discussion of these advanced topologies we suggest you refer to the following papers.
塔身一般由许多个标准节组成，每一个标准节具有相同的拓扑形状、几何尺寸和截面类型。
The tower body is generally composed of many standard sections, each of which has the same topology, geometry, and cross section.
这类问题不同于一般意义的拓扑优化问题，其优化结果不仅得到最优拓扑，而且得到最优形状和尺寸。
Different from the general topology optimization design, both the optimal topology and the optimal shape and size can be obtained.
研究了具有一般有向通信拓扑和高斯通信噪声的多自主体系统的趋同条件。
Consensus conditions of multi-agent systems with general directed communication topology and Guassian communication noises are investigated.
利用局部紧的条件，将多目标优划问题的灵敏度分析由度量空间推广到拓扑线性空间，得到了更一般的结果。
The paper investigates sensitivity analysis of multiobjective optimization in locally compact topological vector spaces instead of metric spaces and obtains much more general results.
对就模拟电路在进行故障诊断过程中选取测试点的一般性原则进行了探讨性的研究，并以一个实际的电路拓扑结构及具体的计算数据进行了实例说明。
The paper researched technique for analogue circuit testing nodes choose in fault diagnosis field, and gave a example by practical circuit topological structure & concrete calculative data.
本文研究了更一般的拓扑有限交的性质。
A more general topologically finite intersection property is obtained.
本文首先对不考虑几何约束的一般连续体拓扑优化进行了研究。
In this paper, firstly common topology optimization of continuum without geometrical constraints is studied.
介绍了姿态同步的信息通信拓扑，同步任务的类型和一般姿态同步控制的全状态反馈方案。
The communication topology, task type and general full state feedback control in the attitude synchronization are also introduced.
分析了证明拓扑空间有限可积性的一般方法及所依据的定理，并对一些具体的性质加以证明。
This paper analyses the general method of proving the productive property and the theorems on which it bases.
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 concept of near PS-compactness in L-topological Spaces is introduced. It is a kind of new compactness between fuzzy compactness and PS-compactness.
基于随机不连续的切割空间块体拓扑识别的一般方法，块识别的斜坡和洞穴岩体进行了研究。
Based on general method of spatial block topological identification with stochastic discontinuities cutting, the block identification of slope and cavern rock mass is studied.
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