Hybrid interior ideals in left regular AG-groupoids

Abstract

The fuzzy set is a great tool for dealing with indeterminacy that can be clearly and effectively analyzed from the decision-maker's viewpoint, and it is highly helpful for revealing people's hesitations in their everyday interactions. In order to address practical issues, soft set theory has recently been created. The hybrid structures were developed by Jun et al. by merging the fuzzy and soft sets. Hybrid structures are soft set and fuzzy set speculations. In this paper, hybrid interior ideals in left regular AG-groupoids are characterized, and certain significant properties in various areas are also examined. Moreover, we establish the basic principles of an AG-groupoid in hybrid interior (respectively, right, left, two-sided) ideals.