August 15, 2025International Journal of Analysis and ApplicationsOpen Access

Weak Forms of Open and Closed Functions Defined Between Bitopological Spaces

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Weakly (τ1, τ2)p-open functions offer a novel way to analyze structure in bitopological spaces, enabling better understanding of relationships between functions.
Characterizations of these functions help clarify their behavior and applicability in various mathematical contexts, leading to broader implications.
This analysis involves exploring the properties of new classes of functions, aiming to expand the existing framework of topological studies in complex spaces.
The findings suggest significant potential for future research in topology, particularly in understanding function interactions within bitopological frameworks.

Implication

This research defines weakly open and closed functions in bitopological spaces, highlighting their unique characterizations.

Abstract

This paper presents new classes of open and closed functions defined between bitopological spaces, called weakly (τ1, τ2)p-open functions and weakly (τ1, τ2)p-closed functions. Furthermore, several characterizations of weakly (τ1, τ2)p-open functions and weakly (τ1, τ2)p-closed functions are investigated.

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Cite This Study

Pue-on et al. (2025) studied this question.

synapsesocial.com/papers/68af509bad7bf08b1ead8898 https://doi.org/10.28924/2291-8639-23-2025-198

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Implication

This research defines weakly open and closed functions in bitopological spaces, highlighting their unique characterizations.

Weak Forms of Open and Closed Functions Defined Between Bitopological Spaces

Key Points

Implication

Abstract

Discussion

Cite This Study

Weak Forms of Open and Closed Functions Defined Between Bitopological Spaces

Key Points

Implication

Abstract

Discussion

Cite This Study

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