摘要
本文在L-fts范围引入两类仿紧性:T仿紧性与T仿良紧性(T=α,α~*,S,S~*)。它们都是“好的推广”且对闭集遗传。其中的S~*仿(良)紧性具有加强我们称作■_2分类性的功用。
In this paper, we introduced two kinds of paracompactncss in L-fts. i. e, T-paracompaetness and T(N)-paracompactness (where T=α, α~*, S, S~* ). They are all 'good extentions' and hereditary with closed LF sets. We also proved that S~* (N)-paracompactness has the function of strengthening what we called ■_2 separation.
关键词
L-FTS
仿紧性
分离性
远域
L-fuzzy topological space, Paracompactness, Separation, Remote neighborhood
