1) α-regular closed remote family
α-正则闭远域
1.
With α-regular closed remote family,a new paracompactness called *-nearly paracompactness in L-topological spaces was introduced,and was characterized by means of semi-interior.
利用α-正则闭远域族在L-拓扑空间中定义了一种新的仿紧性,即*-拟仿紧性,并用半内部对其进行了刻划。
2) Regular Closed Relative R-neighborhood Family
正则闭相关远域族
3) α-remote neighborhood
α-远域
1.
InL-fuzzy topological spaces,the Dα-local finite properties are defined based on Dα-closed sets and α-remote neighborhood.
在L-fuzzy拓扑空间中,利用Dα-闭集,α-远域等概念,定义了Dα-局部有限性质等概念,系统地讨论了这些概念的基本性质。
4) a~--remote neighborhood family
α~-远域族
5) α-remote family
α-远域族
6) ω-closed remote neighbourhood
ω-闭远域
补充资料：远正
1.谓远离正道。
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