Open and Closed Mappings via M-Open Sets in n-Cylindrical Neutrosophic Topological Spaces

Abstract

In this article, we introduce and investigate the concepts of n-CyNM-open and n-CyNM-closed mappings within the framework of n-cylindrical neutrosophic topological spaces. These mappings are formulated within neutrosophic topology, which offers a more comprehensive approach to handling uncertainty, indeterminacy, and inconsistency. We examine several fundamental properties and structural characteristics of these mappings and establish a series of related theorems that underscore their theoretical significance. Additionally, illustrative examples are presented to validate the developed concepts and to demonstrate their applicability in abstract neutrosophic topological analysis.