Cubic Intuitionistic Structure Applied to Commutative Ideals of $BCK$-Algebras

Tapan Senapati, Young Bae Jun, Aiyared Iampan, Ronnason Chinram

Abstract

In BCK-algebras, the concept of cubic intuitionistic (CI) commutative ideals is incorporated. The article discusses the link between a CI subalgebra, a CI ideal, and a CI commutative ideal. The circumstances under which a CI ideal is a CI commutative ideal are defined in detail. The characteristics of a CI commutative ideal are discussed in detail. A CI commutative ideal's CI extension property is demonstrated.