A NEW NOTION OF GENERALIZED CLOSED SETS IN SOFT TOPOLOGICAL SPACES

Abstract

In this paper a new class of soft generalized closed sets called Soft JP Closed sets in soft topological spaces is introduced and studied. This new class is defined over an initial universe and with a fixed set of parameters. Some basic properties of this new class of soft sets are investigated. Also this new class of sets compared with some of the existing soft sets to prove its own unique identity. This new class of soft JP-Closed sets contributes to widening the scope of Soft Topological Spaces and its applications.