ABSTRACT
One of the strongest unifying ideas in mathematics today is topology. Geometry, abstract, algebra, and mathematical analysis are all natural ways to express topological spaces. To define and investigate several types of topological properties, including intersection and union, weakly closed sets, and ws-CS, they have used a variety of sets. The objective of this research is to develop a recently developed class of CS in topological spaces known as βws-CS. An βws-CS complement is a βws-OS, and we demonstrate that the class of βws-OS derives from topology. In addition, we found some basic characteristics of the βws - CS. We also considered the connection between two intersecting and united βws - CS.
