A NEW TOPOLOGICAL APPROACH TO N-BIPOLAR SOFT GENERALIZED TOPOLOGICAL SPACES WITH APPLICATION IN DECISION MAKING

Abstract

In this research article, we present a new topological approach to N-bipolar soft generalized topology (NBĜSTs) denoted by Ĝ_{Δ}^{N}. Also, we introduce the N-bipolar soft Ĝ_{Δ}^{N}-open and the N-bipolar soft Ĝ_{Δ}^{N}closed. Moreover, we dene the N-bipolar soft Ĝ_{Δ}^{N}-interior, N-bipolar soft Ĝ_{Δ}^{N}-closure, N-bipolar soft Ĝ_{Δ}^{N}-boundary and N-bipolar soft Ĝ_{Δ}^{N}-exterior. Also, their characterizations and properties are studied. Finally, in the realm of decision-making problems, we show case the utilization of N-bipolar soft generalized topological spaces.