摘要
在L-拓扑空间中,针对子集的情形给出了一套新的分离公理,研究了它们之间的关系。结论表明,这套分离公理本身是协调的,同时也可以作为对已有分离公理一种很好的补充。
In this paper, a new series of separation axioms on L - topological are introduced, their relationship are investigated. The results show that the separation axioms are not only compatiable themselves, but also it can be seen as a useful complement to those have existence.
出处
《榆林学院学报》
2007年第4期21-24,共4页
Journal of Yulin University
关键词
L-拓扑空间
L-子集
分离公理
L - topological spaces, L - subset, separation axioms
