摘要
本文研究了LF保序算子空间的ω-连通性问题.利用LF保序算子空间的ω-远域和ω-连通集等概念,讨论了这些概念的特征性质.同时,给出了拓扑生成的F保序算子空间的若干ω-连通性质.
In this paper, the ω-connected properties of an LF order-preserving operator space are discussed. By using the concepts of the ω-connected set and the ω-connected space on an LF order preserving operator space, some characterizations of the concepts are given. At the same time, the notion of the topological generated order-preserving operator space is introduced and some of its properties are given, such as connectedness.
出处
《数学杂志》
CSCD
北大核心
2007年第3期343-347,共5页
Journal of Mathematics
基金
福建省自然科学基金资助项目(A0510023)
集美大学预研基金资助.
关键词
LF保序算子空间
ω-远域
ω-连通集
ω-隔离集
拓扑生成
LF order-preserving operator space
ω-remote neighborhood
ω-connected set
ω-separated set
topological generator
