On Weakly Soft Omega Open Functions and Weakly Soft Omega Closed Functions in Soft Topological Spaces

Abstract

The main purpose from this paper is to introduce

Cluster Outer Points via Proximity Spaces

“…It is important here to mention that some colleague researchers used these spaces to define and build new sets, which they called center set and linked them to the topological spaces to create new concepts [4][5][6][7]. Other researchers linked them to ideal spaces and soft spaces [8][9][10][11][12][13][14].…”

Follower and Takeoff Points in Proximity Spaces

“…For the significance of these points, the researchers did not stop there, instead concepts such as filter and grail were also adopted to find other parallel points. These points were also studied on different areas such as soft spaces [2][3][4] and fuzzy spaces, the researchers were able to find other parallel definitions [5][6][7]. Some of them studied these points on proximity spaces, specifically in the (𝑖-topological Proximity Space) [8][9][10][11].…”