Pre weakly generalized closed sets in topological spaces

Abstract

In this paper, we introduce a new class of generalized closed sets namely Pre weakly generalized closed sets in topological space, which lies between Closed sets and Weakly Generalized Closed sets. We also investigate and study their fundamental properties and generalize the results with other defined classes of generalized closed sets.

On some generalized recent operators in topological Spaces

“…semi-closure [1], pre-closure [3], semi-pre-closure [4], b-closure [5]) of A In (2018) [8] introduced πg*𝛽-closure in a topology space. In the year (2020) [9] and [10] introduced Preweakly generalized closed sets and presented Softinterior and soft -closure in soft topology . In this paper we present a new class of different operators we knew him on regular generalized open sets namely (Λ regular generalized*, Λ regular generalized**, Λ generalized** regular) (briefly, Λrg*, Λ rg**, Λ g **r, respectively) and study some of their properties with some important theorems.…”