拓扑分子格的正则闭分离性

Regular closed separations in topological molecular lattices

引入拓扑分子格中的正则闭远域与正则闭分离性(Tric,i=-1,0,…,4)等概念,给出它们的刻画,证明Tric分离性均为正则拓扑性质的,即在拓扑分子格的半正则化中,Tric分离性与Ti分离性是等价的.

In this paper,the notions of regular closed remote neighborhood and regular closed separations（Trci,i=-1,0,…,4）were introduced in topological molecular lattices,and their characterizations were given.It was proved that they were all regular topological properties and equivalent to Trci separations in semi-regularization spaces.