F弱Urysohn空间

Fuzzy weakly Urysohn spaces

在模糊拓扑空间中，借助远域和 Ｆ集的 Ｆ强半内部算子，引入了 Ｆ弱 Ｕｒｙｓｏｈｎ 空间的概念，给出了一个 Ｆ拓扑空间是 Ｆ弱 Ｕｒｙｓｏｈｎ 空间的充要条件及其它有关结论，并且证明了 Ｆ弱 Ｕｒｙｓｏｈｎ 分离性是 Ｆ同胚不变性质。

The concept of F weakly Urysohn space is introduced in the fuzzy topologial space with the help of the remote neighborhood and the F strong semi interior of fuzzy set,the sufficient and necessary conelition are given for a F topology space being the F weakly Urysohn space and other conclusions,and it had been proved that separation property of the F weakly Urysohn is the F homeomorphic invariance.\;