摘要
利用正则闭集概念在LF拓扑空间中引入了正则闭分离性Tirc(i=-1,0),次Torc概念,给出了它们的刻画,证明了正则闭Tirc(i=-1,0)分离性、次Torc分离性为拓扑性质,在LF拓扑空间的半正则化中Tric分离性与Ti分离性是等价的。
In this paper ,the regular closed separation Ti^rc（i=-1,0） and inferior To^rc are introduced in LF topological spaces. It is proved that they are topological properties and that separation Ti^rc is equivalent to separation Ti in semi-regularization.
出处
《模糊系统与数学》
CSCD
北大核心
2008年第1期85-90,共6页
Fuzzy Systems and Mathematics
基金
东华理工学院院长基金资助项目(DHYK0614)
关键词
正则闭集
正则闭分离性
半正则化
Regular Closed Set
Regular Closed Separation
Semi-regularization
