RELATION OF BO-ALGEBRA WITH OTHER ALGEBRAIC STRUCTURES

Abstract

BO-Algebra is an algebraic structure which derived from the B-Aljabar concept that is an algebraic structure equipped with a binary operation and satisfy the axioms of BO-Algebra. The writing of this thesis uses a literature study method of books and journals about BO-Algebra and related aspects in writing the final assignment. The theoretical foundation used in this paper is set and function, binary operations, and groups. Based on the literature analysis, it was concluded that BO-Algebra has relation with other algebraic structures. Every BO-Algebra is a B-Algebra, BGAlgebra, BH-Algebra, and BF-Algebra. Meanwhile BO-Algebra is equivalent to a BM-Algebra, and 0-Commutative B-Algebra. Keywords: BO-Algebra, B-Algebra, BM-Algebra