L-fuzzy层次拓扑空间中的D_α-强分离性

Strong D_α-Separations on L-fuzzy Space

在L-fuzzy层次拓扑空间中,利用Dα-闭集定义了Dα-Ti(i=1,2)强分离性的概念,并且讨论这种强分离性的一些性质,得出Dα-Ti(i=1,2)强分离性保持了L-fuzzy拓扑空间中Ti(i=1,2)分离性的主要性质。

In L-fuzzy stratified topological spaces,the strong Dα-Ti（i=1,2） separations are defined based on Dα-closed sets.The properties of the concepts are systematically discussed.Therefore,the main results of strong Dα-Ti（i=1,2）-sparations in L-fuzzy topology were preserred on L-fuzzy stretified topological space.