摘要
定义了相对弱L-fuzzy Hausdorff空间(简称相对弱Hausdorff空间)并给出了其一些等价刻划,给出了相对弱Hausdorff空间与弱Hausdorff空间的关系,讨论了相对弱Hausdorff分离性的一系列性质。证明了相对弱Hausdorff分离性是可遗传的、弱拓扑不变的、好的推广性质,并且具有可乘性和可和性。
The concept of relative weak L-fuzzy Hausdorff spaces is introduced and some characteristic theorems of relative weak L- fuzzy Haudorff spaces are given. The connection of relative weak L- fuzzy Hausdorf f spaces and weak L- fuzzy Hausdorff spaces is discussed. Finally, it is proved that the hereditary, weak homeomorphic invariant, good extension and multiplicativity of relative weak L-fuzzy Hausdorff spaces are all right.
出处
《纺织高校基础科学学报》
CAS
2003年第2期127-129,共3页
Basic Sciences Journal of Textile Universities
