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1)  σ-compact Polish space
σ紧Polish空间
2)  Polish space
Polish空间
1.
In this paper, we set up some random fixed point theorems for many continuous random operators by contraction scale function on Polish space, extend some results for the (89)、(93)and (94) kinds of Banach contractive mappings to complete probability measure space, unite and develop some random fixed point principles in recent years.
在Polish空间上,利用尺度函数建立了关于多连续随机算子的公共随机不动点定理,将第(89)、(93)和(94)类的Banach压缩映射的相应结果推广到完备概率测度空间上,改进、统一并发展了近年来的随机不动点的某些结果。
2.
In this thesis, we study the regularity, quasi-regularity and functional inequalities of the Dirichlet forms for finite particle systems on Polish spaces, as well as the stochastic mono-tonicity and the preservation of positive correlations of the associated reaction process corresponding to the reaction particle system.
本文主要研究Polish空间上有限粒子系统所对应Dirichlet型的正则性、拟正则性、泛函不等式,以及相应过程的随机单调性和保干相关性。
3)  Σ-space
Σ-空间
1.
The covering properites of product spaces between one P-space and one Σ-space;
带P-空间和Σ-空间因子的乘积空间的metalindelf性和mesocompact性
4)  Strong  space
强Σ-空间
5)  strong Σ space
强Σ空间
6)  σ-quasibarrelled spaces
σ-拟桶空间
1.
A characterization of σ-quasibarrelled spaces is obtained by using l~1 (x) and its kothe duals.
利用支值序列空向l~1(X)及Kothe对偶给出了局部凸空间(X,T)是σ-拟桶空间的一个特征。
补充资料:nail polish
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