Fuzzy拓扑空间中分离性的一点注记

The Notes of Separation Properties in Fuzzy Topological Space

在Fuzzy拓扑空间中引入了N-T0,N-T1分离性概念,这不仅使分明的T0,T1拓扑空间分别成为N-T0,N-T1拓扑空间的特款,而且揭示了在Fuzzy拓扑空间中的T0,T1分离性与层次分离性（T-1）,N-T0,N-T1间的分解关系.文中还讨论了这两个分离性的性质.

In this paper two classes of separation axioms ( N - T0, N - T1 ) are introduced in fuzzy topological spaces, so T0 and T1 separation axioms in ordinary topological spaces can be made as a special case of N - T0,N - T1 fuzzy topological spaces, moreover decomposition relation among T0, T1 separation axioms, layer separation axiom ( T -1 ) and ordinary separation axioms in fuzzy topological space are revealed . In addition the both separation properties are discussed .