On Sheffer stroke BH-algebras

Authors

Keywords:

Sheffer opetation, BH-algebras

Abstract

In this study, a Sheffer stroke BH-algebra is introduced and its features are examined. After showing that the axioms of a Sheffer stroke BH-algebra are independent, the connection between a Sheffer stroke BH-algebra and a BH-algebra is stated. After describing a subalgebra and a normal subset of a Sheffer stroke BH-algebra, the relationship between these structures is shown. A filter of a Sheffer stroke BH-algebra is defined and the quotient of a Sheffer stroke BH-algebra is constructed. Then a homomorphism between Sheffer stroke BH-algebras is introduced and its properties are studied.

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Published

2024-09-01

How to Cite

Öner, T., Kalkan, T., Borumand Saeid, A., & Tarman, A. (2024). On Sheffer stroke BH-algebras. International Journal of Maps in Mathematics, 7(2), 284–306. Retrieved from https://simadp.com/journalmim/article/view/7-2-11