关于L-相对T_0与相对T_1分离性

On Relative T_0 and Relative T_1 Separation Axioms in L-topological Spaces

定义了L-fuzzy拓扑空间的相对T0与相对T1分离性.给出了相对T0与相对T1分离性等价刻画.研究了相对T0与相对T1分离性的性质,包括遗传性、可乘性,传递性与L-好的推广,对相对T0与相对T1分离性与其他分离性进行了比较.

The definitions of relative T0 and T1 separation axioms in L-topological spaces are introduced, Some character-istic theorems of relative T0 and relative T1 separation axioms are given. A series of properties of them are also studied, inclu-ding the hereditary,the product property and L-good extension, Finally the connection of relative T0, T1 separation axioms and other separation axioms are investigated.