In this paper, we introduce the notion of a BO-algebra, and we prove that every BO-algebra is 0-commutative, and we show that BO-algebras, 0-commutative B-algebras, BM-algebras, p-semisimple BCI-algebras and abelian groups are logically equivalent
Injective pseudo-BCI algebras are studied. There is shown that the only injective pseudo-BCI algebra...
We introduce a new class of semigroups, that we call BZS - Boolean Zero Square-semigroups. A semigro...
This paper presents the BCL+-algebras, which is derived the fundamental properties. Results are gene...
In this paper, we introduce a BN-algebra, and we prove that a BN-algebra is 0-commutative, and an al...
BO-Algebra is an algebraic structure which derived from the B-Aljabar concept that is an algebraic ...
Abstract. The concept of a BCH-algebra is a generalization of the concept of a BCI-algebra. It is sh...
Summary. In this article we will first investigate the elementary prop-erties of BCI-algebras with c...
Abstract. In this paper, we introduce the class of K(G)-algebras as a super class of the classes of ...
Abstract. The notion of left-right (resp. right-left) derivation of B-algebra is introduced and some...
We define two classes of algebras P- and Q-, which are derived from the definitions of BCK- and BCI-...
An MV-algebra is an algebra (A, ⊕, ¬, 0), where (A, ⊕, 0) is a commutative monoid and ¬ is an idempo...
plete. We also show that it has coequalizers, kernel pairs, and an image factoriza-tion system. It i...
This paper presents some generalizations of BCI algebras (the RM, tRM, *RM, RM**, *RM**, aRM**, *aRM...
summary:We introduce Engel elements in a BCI-algebra by using left and right normed commutators, and...
We introduce a new class of BCI-algebras, namely the class of branchwise implicative BCI-algebras. T...
Injective pseudo-BCI algebras are studied. There is shown that the only injective pseudo-BCI algebra...
We introduce a new class of semigroups, that we call BZS - Boolean Zero Square-semigroups. A semigro...
This paper presents the BCL+-algebras, which is derived the fundamental properties. Results are gene...
In this paper, we introduce a BN-algebra, and we prove that a BN-algebra is 0-commutative, and an al...
BO-Algebra is an algebraic structure which derived from the B-Aljabar concept that is an algebraic ...
Abstract. The concept of a BCH-algebra is a generalization of the concept of a BCI-algebra. It is sh...
Summary. In this article we will first investigate the elementary prop-erties of BCI-algebras with c...
Abstract. In this paper, we introduce the class of K(G)-algebras as a super class of the classes of ...
Abstract. The notion of left-right (resp. right-left) derivation of B-algebra is introduced and some...
We define two classes of algebras P- and Q-, which are derived from the definitions of BCK- and BCI-...
An MV-algebra is an algebra (A, ⊕, ¬, 0), where (A, ⊕, 0) is a commutative monoid and ¬ is an idempo...
plete. We also show that it has coequalizers, kernel pairs, and an image factoriza-tion system. It i...
This paper presents some generalizations of BCI algebras (the RM, tRM, *RM, RM**, *RM**, aRM**, *aRM...
summary:We introduce Engel elements in a BCI-algebra by using left and right normed commutators, and...
We introduce a new class of BCI-algebras, namely the class of branchwise implicative BCI-algebras. T...
Injective pseudo-BCI algebras are studied. There is shown that the only injective pseudo-BCI algebra...
We introduce a new class of semigroups, that we call BZS - Boolean Zero Square-semigroups. A semigro...
This paper presents the BCL+-algebras, which is derived the fundamental properties. Results are gene...
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