LF拓扑空间的E_sT-分离性

On the E_sT-Separations in LF Topological Space

为了进一步研究LF拓扑空间的分离性，利用Es远域将LF拓扑空间的T-分离性的概念进行了推广，即得EsT-分离性．给出了EsT-分离性的-些等价刻画，讨论了EsT-分离性之间的联系及其基本性质（如L-好的推广，Es同胚不变性等），最后得出了T-分离性与EsT-分离性的关系．

In this paper, the notions of T-separations in LF topological space are generalized by E8 remote neighborhoods as a way to further study the separations in LF topological spaces, which results in EsT-separations. In addition, this paper also discusses some equivalent descriptions of, the correlations among E^T-separations and their basic properties（such as L-good generalizations, and Finally, this paper indicates how T- separations E8 homeomorphic invariant property） are associated with EsT-separations.