不分明拓扑空间的小归纳维数

Small inductive dimension of fuzzy topological space

不分明拓扑空间的小归纳维数周群（江苏教育学院数学系，南京２１００１３；作者，男，３４岁，讲师）文［１］给出拟子空间概念及边界概念，本文将Ｍｅｎｇｅｒ与Ｕｒｙｓｏｈｎ的维数引入不分明拓扑空间．定义设Ｓ为不分明Ｔ３空间的拟子空间，ｎ为大于或等于－１的整数...

This paper introduces the concept of small inductive dimension of fuzzy topological spaces which is a generalization of the concept of menger orysohn dimension in general topology, and two theorems concerning quasi subspace and base space are established respectively.