\alpha $ $^m $ Continuous Maps in Topological Spaces

TL;DR

This paper introduces new classes of functions called α^m continuous and irresolute maps, providing characterizations and studying their properties within topological spaces.

Contribution

It defines and characterizes α^m continuous and irresolute maps, expanding the understanding of function classes in topology.

Findings

Characterization of α^m continuous maps

Introduction of α^m irresolute maps

Analysis of properties of these new classes

Abstract

The main aim of the present paper is to introduce new classes of functions called $ \alpha $ $^m $ continuous maps and $ \alpha $ $^m $ irresolute maps. We obtain some characterizations of these classes and properties are studied.