September 10, 2025Open Access

Almost Quasi ^ (₁, ₂) -continuous and Weakly Quasi ^ (₁, ₂) -continuous Functions

BKButsakorn Kong-iedMahasarakham University ASAreeyuth Sama-AeMahasarakham University CBChawalit BoonpokMahasarakham University

Key Points

The study identifies new classes of continuous functions, enhancing understanding of topological spaces.
Characterizations of almost quasi tau* continuous functions show their unique properties and significance.
Relationships between almost quasi and weakly quasi tau* continuity are explored, uncovering their connections.
Results illustrate the theoretical framework that contributes to the study of topological function types.

Abstract

This paper introduces two classes of continuous functions defined between an ideal topological space and a bitopological space, called almost quasi ^ (₁, ₂) -continuous functions and weakly quasi ^ (₁, ₂) -continuous functions. Furthermore, several characterizationsand some properties concerning almost quasi ^ (₁, ₂) -continuous functions and weakly quasi ^ (₁, ₂) -continuous functions are investigated. Moreover, the relationships between almost quasi ^ (₁, ₂) -continuity and weak quasi ^ (₁, ₂) -continuity are considered.

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Cite This Study

Kong-ied et al. (Fri,) studied this question.

synapsesocial.com/papers/68c1a77a54b1d3bfb60e0c6b https://doi.org/https://doi.org/10.29020/nybg.ejpam.v18i3.6572

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