$\beta-$Ideals of $\beta-$Subalgebras via Cubic Intuitionistic Set

Prakasam Muralikrishna, Arsham Borumand Saeid‬, R. Vinodkumar, Govindasamy Palani

Abstract

Cubic intuitionistic fuzzy sets  are an effective and versatile technique for encoding ambiguous data. In this paper, the notion of $\beta$-ideals have been merged with cubic intuitionistic set. The perception of cubic intuitionistic ideals of $\beta$-algebra is established with relavent results. Moreover, various properties on Cartesian product and the homomorphism of cubic intuitionistic ideals of $\beta$-algebra are studied. Further, multiplication of cubic intuitionistic $\beta-$ideals is introduced and  few of its related results were investigated.