SHEFFER STROKE BM-ALGEBRAS AND RELATED ALGEBRAS.

The aim of this work is to define a Sheffer stroke BM-algebra and to study some of its features. It is indicated that the axioms of a Sheffer stroke BM-algebra are independent. The relationship between a Sheffer stroke BMalgebra and a BM-algebra is stated. By presenting fundamental notions about Sheffer stroke B-algebras, it is proved that every Sheffer stroke BM-algebra is a Sheffer stroke B-algebra. After determining 0-commutative Sheffer stroke B-algebra, a Sheffer stroke Coxeter algebra and an associative Sheffer stroke BM-algebra, the relationships between this algebraic structures are shown. [ABSTRACT FROM AUTHOR]