Year: 2025
Type: article
Abstract: In this article, we first defined an anti-subgroup based on a reference function and then extended it to an α-imprecise subgroup, α-imprecise cosets, an α-normal imprecise subgroup, and finally defined an α-anti-imprecise subset. Additionally, we discuss some of their properties in detail. In this article, it has been proved that an imprecise subgroup (normal imprecise subgroup) is again an α-imprecise subgroup (α-normal imprecise subgroup), but the converse is not true, for which some examples are cited. Furthermore, we anticipated the development of an application derived from an anti-imprecise subgroup that can be applied to a variety of networking issues.
DOI: 10.14419/m5tmaw61
Authors: Jaba Rani Narzary, Sahalad Borgoyary
Institution: Central Institute of Technology Kokrajhar
Language: English
Topic: Fuzzy and Soft Set Theory
Field: Decision Sciences
Domain: Social Sciences
Open Access status: diamond
OpenAlex ID: W4415204109
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