定义了L-fuzzy拓扑空间中的加强的相对T1与相对Hausdorff分离性,讨论了加强相对T1与加强相对Hausdorff分离性的一系列性质。证明了加强的相对T1与加强的相对Hausdorff分离性是遗传的、弱同胚不变的.并且具有可乘性.并对相对T1分离性与加强的T1分离性,相对Hausdorff分离性与加强的相对Hausdorff分离性作了比较.
The concepts of relative strong T1 and Hausdorff separation are defined. A series of properties of relative strong T1 and Hausdorff separation are discussed and it is proved that hereditary, weak homeomorphie invariant and multiplicativity of relative strong T1 and Hausdorff separation are all valid. Finally, the connection of relative T1 and relative strong T1, relative Hausdorff and relative strong Hausdorff separation are investigated.