论文标题
原始拓扑空间
Primal Topological Spaces
论文作者
论文摘要
本文的目的是引入新的结构“原始”。原始烤架是双重的。像Ideal，dual tul of filter一样，这种新结构也会产生一种名为“原始拓扑”的新拓扑。我们使用Primal介绍了一个新的操作员，该操作员满足Kuratowski的闭合公理。主要是，我们证明原始拓扑比原始拓扑空间的拓扑更细。我们提供了原始拓扑基础的结构，并证明了与这种新结构有关的其他基本结果。
The purpose of this paper is to introduce a new structure `primal'. Primal is dual to grill. Like ideal, dual of filter, this new structure also generates a new topology named `primal topology'. We introduce a new operator using primal, which satisfies Kuratowski's closure axioms. Mainly, we prove that primal topology is finer than the topology of a primal topological space. We provide structure of base of primal topology and prove other fundamental results related to this new structure.
