locally compact space

Regular Fuzzy measure on locally compact space

局部紧空间上的正则Fuzzy测度

Regularity of Fuzzy-valued Fuzzy Measure on Locally Compact Space

局部紧空间上模糊值模糊测度的正则性

Result 2 ( Theorem 2.2 ) Suppose f : X → Y is a mapping , where X is a paracompact locally compact space .

结果2（定理2.2）设映射f：X→Y，其中X是仿紧局部紧空间。

X is the compact-covering quotient ∑ - P-image of a paracompact locally compact space ;

x是仿紧局部紧空间的紧覆盖商∑-p映象；

The properties of regular fuzzy measure on locally compact Hausdorff space are studied .

研究了局部紧Hausdorff空间上正则Fuzzy测度的性质。

Fuzzy measure in locally compact Hausdorff space with a countable base

具有可数基的局部紧Hausdorff空间上Fuzzy测度

The Variational Principle on Locally Compact Metric Space

局部紧致度量空间上的变分原理

An Equivalent Condition of the Density of Poisson-Stable Points in the Locally Compact Phase Space

Poisson稳定点在局部紧相空间中稠的等价条件

Let X be a locally compact Hausdorff space and C_0 ( X ) the space of continuous funtions on X which would vanish at infinity .

设X为局部紧的Hausdorff空间，C0（X）为X上在无穷远消失的连续函数全体构成的空间。

It is proved that Poisson-stable points are dense in the locally compact phase space X if and only if non-wandering points are dense in the X.

证明了如果相空间X局部紧，则Poisson稳定点在X中稠与非游荡点在X中稠等价。

Using the lattice-theoretic approach to treat topological problems , we obtain a necessary and sufficient condition for a continuous mapping with a locally compact Hausdorff space as its codomain to be extended continuously to the whole space .

利用格论方法，获得了值域为局部紧Hausdorff空间的连续映射从稠密子空间连续扩充到整个空间的一个充要条件；

Higson compactifications of a locally compact Hausdorff space X associated with proper coarse structures are studied . It shows that both the Stone-ech compactification and the one-point compactification of X are certain Higson compactifications .

研究局部紧Hausdorff空间X的Proper粗结构及其相应的Higson紧化，并证明X的StoneˇCech紧化和一点紧化分别是X关于紧子集粗结构和Proper粗结构的Higson紧化。

Sensitivity analysis of multiobjective optimization in locally compact topological vector space

局部紧拓扑线性空间多目标最优化问题的灵敏度分析

A Radon measure on a locally compact complete metric space is called a strong Radon measure if each bounded set has finite measure .

称局部紧完备度量空间上的Radon测度为强Radon测度，若每个有界集的测度都是有限的。

Some Remarks on the Relationship Between Baire Function and Baire Measurable Baire Function on Locally Compact T_2 Topological Space X

关于局部紧T2型拓扑空间X上的贝尔函数与贝尔可测函数关系的几点注记