General Topology的例句大全

The theory of generalized metric spaces is an important question of general topology.

广义度量空间理论是一般拓扑学研究的重要课题.

Not only does GO-space provide rich examples, but also GO-space buildes a bridge between general topology and related mathematics branches, such as Lattics theory, Domain theory, Graph theory, Real number theory, etc.

在GO-空间中，不仅给一般拓扑学提供了精彩丰富的例证，而且架设了一般拓扑学和相关数学分支的桥梁，如格论、Domain理论、图论及实数理论等等。

A general topology description language: TOD ( TOpology Description), which is used to describe the topology of the static interconnection network in parallel computers, is proposed in this paper. It becomes a right-hand tool for a parallel computer simulator.

提出了通用的面向并行机静态互联网络拓扑结构的描述语言TOD（TOpology Description），为仿真系统提供了有力的拓扑结构描述工具。

This paper is a continuous approach of paper [ 2] [ 3] based on paper [ 1]. Connectivity of lattice topology is discussed, relative results in general topology are mostly extened to lattice topology, and some interesting results are also obtained.

本文在文献[1]的框架下，继续文献[2][3]的工作，讨论格拓扑空间的连通性，几乎把普通拓扑的有关结论都推广到格拓扑中来，并且得到一些有趣的结果。

general topology, geometry, complex variables, probability and statistics, and numerical analysis.

拓扑，几何，复变，概率与统计，数值分析。

The paper explores the theory of the convergence of fuzzy filter, extends most of results of filter convergence in general topology.

本文主要讨论Fuzzy滤子的收敛理论，将一般拓扑学中滤子收敛方面的结果几乎全部推广到Fuzzy拓扑学中。

Heritability is an important property in the study of the general topology.

遗传性是一般拓扑学中研究的重要问题之一。

The insertion of function is a classical branch in general topology.

函数插入是一般拓扑学中的一个经典分支。

Methods Using method of the theory of set and general topology.

方法集合论与点集拓扑学中的方法。

General topology, security, and data considerations.

一般的拓扑、安全性和数据考虑事项。

Pinning Control of Complex Dynamical Networks with General Topology and Time Delays

一般拓扑结构复杂网络的时滞同步牵制控制

The method of mappings and covers is a basic tool to study general topology.

映射与覆盖的方法是研究一般拓扑学的基本工具。

Recent developments in general topology of Japan

日本一般拓扑学研究动态

As we know, compactness and closeness theory play very important roles in general topology.

我们知道，紧性和闭性理论在拓扑学中起着非常重要的作用。

It is good extension of connectedness in general topology and it is productive.

它是一般拓扑中连通性的好的推广且是可乘的。

Different from the general topology optimization design, both the optimal topology and the optimal shape and size can be obtained.

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。

Topology is traditionally decomposed into three parts: General topology, Algebraic topology and Differential topology.

习惯上拓扑学被分成点集拓扑、代数拓扑和微分拓扑三部分。

Whether M_3 → M_1, is one of the most difficult classic problems in general topology, which still remains open.

至于是否M3→M1是一般拓扑学中最困难的经典性问题之一，至今尚未解决。

A new theory taking fuzzy topology and general topology as its background and dealing with Pointwise topology on certain lattices appeared recently.

以Fuzzy拓扑与点集拓扑为背景，最近逐渐形成了一个以研究某类格上的有点化拓扑为主旨的新理论。

Results In more general topology space, some common fixed point theorems are obtained for a class of commuting maps of ψ-contraction.

结果在更一般的拓扑空间框架下，得到了一类更广泛的可交换ψ-压缩映射对的公共不动点定理。