On m-bi-interior ideals of an ordered semigroup
Susmita Mallick

TL;DR
This paper introduces and studies m-bi-interior ideals in ordered semigroups, characterizing various subclasses like m-simple and m-regular semigroups through these ideals.
Contribution
It defines m-bi-interior ideals and provides characterizations of m-simple and m-regular ordered semigroups using these ideals.
Findings
Characterization of m-bi-interior ideals in ordered semigroups
Descriptions of m-simple and m-regular ordered semigroups
Diverse subclass characterizations based on m-bi-interior ideals
Abstract
In this article, we concurrently explore the class of m-bi-ideals as well as the class of m- interior ideals in an ordered semigroup. We call these class of ideals as m-bi-interior ideals. Here, m-simple, m-regular ordered semigroups and their various subclasses get characterized in diverse manners as per their m-bi-interior ideals.
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Taxonomy
TopicsFuzzy and Soft Set Theory · Advanced Algebra and Logic · Rings, Modules, and Algebras
