Impact of Connected Spaces of Neutrosophic Generalized Topology Across Various Disciplines

Abstract

The vital cynosure of this article is to outline the applications of connectedness in Neutrosophic Generalized Topology across various disciplines.  For that, initially we delve into the characteristics and properties of ^Ng-connected and ^Ng-hyperconnected spaces along with appropriate exemplifications.  Subsequently, we instigate ^Ng-α(β, σ, π)-disconnected spaces, ^Ng-α(β, σ, π)-hyperconnected spaces and examine its relationships. Along with that, extremally disconnectedness for ^Ng-TS is studied with essential paradigms.