拓扑群

1979年Foster首先引入了不分明拓扑群的概念。

The concept of a fuzzy topological group was first introduced by Foster in [ 1 ] .

从而获得每个（QU）型模糊拓扑群均可借助于群上的一个模糊复合伪范数来刻画的新特征。

Obtained a new character that each fuzzy topological group of tope ( QU ) is descried in terms of a composite fuzzy pseudonorm of a group .

Fuzzy拓扑群与Fuzzy群分类定理

Fuzzy Topological Groups and Classification Theorem of Fuzzy Group

关于Fuzzy拓扑群赋Fuzzy复范问题

Some Fuzzy Norm Problems on the Fuzzy Topological Groups

Fuzzy拓扑群的Fuzzy度量化

Fuzzy Metrization of Fuzzy Topological Groups

弱内自可靠群或〔IA〕群是一类重要的局部紧致拓扑群，是包含可靠群（当然也包含交换群，紧致群）在内的一大类拓外群。

The weakly inner amenable groups or ( IA ) groups form a very important class of locally compact groups which contains amenable groups ( including abelian groups and compact groups ) .

设计一个新的拓扑群，这一拓扑群利用Java3D数据结构以产生大量虚拟现实数据结构。

In this paper , we propose a new cluster topology that takes advantage of the Java 3D data architecture to generate large virtual reality datasets .

局部紧致拓扑群中的共轭比序列

On the Conjugate Ratio Sequences in Locally Compact Groups

拓扑群的直积分解

The direct product decomposition of the topological group

关于α拓扑群及其应用

On α Topology Group and the Application

不分明拓扑群的某些性质

Some of Properties for Fuzzy Topological Groups

紧拓扑群的顺从性和内向算子

Amenability and introversion operators for compact group

不分明化拓扑群的一致结构

Uniform Structure in Fuzzifying Topological Group

不分明化拓扑群（Ⅱ）

Fuzzifying Topological Groups ( ⅱ )

格值模糊拓扑群的同态

Homomorphisms of Lattice-Valued Fuzzy Topological Groups

关于拓扑群上加性泛函族共鸣定理的一个普遍性命题

A Universal Proposition about the Resonance Theorem for a Family of Additive Functionals on a Topological Group

在交换拓扑群上引入了（α，β）型几乎凸半群的概念，并由此可以给出渐近非扩张半群及渐近非扩张型半群的不动点定理。

This paper has introduced the concept of (α,β) type almost convex semigroup , and obtain the fixed point theorem for asymptotically nonexpansive semigroups and asymptotically nonexpansive type semigroups .

本文给出了不分明化拓扑群的定义，并且讨论了此类拓扑群的单位邻域系、子群、商群的结构和性质。

In this paper , we introduce the concept of fuzzifying topological groups , and discuss the structures and the properties of the unit neighborhood system , subgroups and quotient groups of fuzzifying topological group .

再生核理论发展至今已被广泛应用于一般度量几何学、数值分析、拓扑群、偏微分方程理论、流体力学、概率数理统计等领域。

Reproducing kernel theory has been widely applied in general metric geometry , numerical analysis , topological group , partial differential equation theory , fluid mechanics , probability mathematical statistics and other fields up to the present .

Banach空间中非Lipschitzian交换非线性拓扑半群的遍历理论

Nonlinear Ergodic Theorems for Commutative Semigroups in Banach Spaces

建立GM（1,1）灰色拓扑模型群，通过结论分析，表明该模型在年径流预报中为一种较为理想的方法。

Setting up GM ( 1,1 ) grey topological model groups and through analyzing conclusion , it indicates that such model is a kind of comparatively ideal method in predicting annual surface flow .

提出了一种基于邻域拓扑粒子群优化算法（NTPSO）的大规模电力系统无功优化新算法。

A neighbourhood topology based particle swarm algorithm ( NTPSO ) is proposed for optimal reactive power dispatch and voltage control of power system .

拓扑半群上概率测度卷积序列的一点注记

A note on convolution sequences of probability measures on topological semigroup

两参数拓扑半群的构造及其在算子拓扑半群上的应用

The structure of two parameter semi-topological semigroups and its applications in the Semi-Topological Semigroups of operators

本文讨论一类拓扑半群上概率测度的极限性质.首先在紧半群上研究测度的简单半群和它的支撑集的相依关系；

In this paper , the limit properties of probability measures on compact topological semigroups is investigated .

模糊拓扑半群

Fuzzy topological semi - group

本文主要研究右迁移单迁移线性半群、迁移单迁移线性半群和拓扑迁移半群。

In this dissertation , we mainly consider transitive linear semigroups and topologically transitive linear semigroups of M_n ( C ) .

一种基于加权有向拓扑的改进粒子群算法

A Modified Particle Swarm Optimization Based on Directional Weighting Topology

一种具有动态拓扑结构的粒子群算法研究

Research on a Novel Particle Swarm Algorithm with Dynamic Topology

进化策略和拓扑结构是粒子群优化算法研究的两个重要分支。

Evolutionary strategies and topology structure is two important branch of the PSO research .