What does this research mean for the field?

Topological spaces can be characterized through generalized concepts of p-open and s-open sets, which define the specific properties of p-regular, s-regular, and super p-regular spaces. Novelty: ClaimNovelty.INCREMENTAL. Consensus alignment: ConsensusAlignment.NEUTRAL.

What question did this study set out to answer?

This research aims to define and analyze specific points and sets within topological spaces and their generalized versions.

March 28, 2026Open Access

Specific Points and Sets for Some Generalized Concepts

Key Points

This research aims to define and analyze specific points and sets within topological spaces and their generalized versions.
Presented definitions related to generalized topological concepts
Explored characteristics of p-open, s-open sets, and their variants
Investigated properties of p-regular, s-regular, and super p-regular concepts
Defined specific points and sets in topological spaces
Characterized properties of p-regular and s-regular sets
Provided a generalized version of key results in the field

Abstract

In this paper, first of all we present preliminary, definitions and results. We also present some specific points and set of a topological space and other generalized concepts such as p-open and s-open sets. We investigate the most important characteristics property of a p-regular, s-regular and super p-regular. We have a generalized version of main results.

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K. Fatima Juned Ansari

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Rajarajeswari Medical College and Hospital

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Specific Points and Sets for Some Generalized Concepts

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Abstract

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