BE-algebra is an algebra(푋;∗,1)of type (2,0)that satisfies the following axioms:(퐵E1) 푥∗푥=1, (퐵E2) 푥∗1=1, (퐵E3) 1∗푥=푥, and (퐵E4) 푥∗(푦∗푧)=푦∗(푥∗푧)for all푥,푦,푧∈푋.In this paper, the notionof q-derivation in BE-algebra is defined and its properties are discussed. Finally, the properties of the fixed set and kernel of a q-derivation in BE-algebra are identified based on their relation to subalgebraand its element
Florentin Smarandache, introduced a creative idea named superhyper algebras as a popularization of a...
In this paper, we define the concept of (ℓ,ꭉ)-t-derivation and (ꭉ,ℓ)-t-derivation in BF-algebras. Th...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
BE-algebra is a non-empty set푋with a binary operation ∗and a constant 1 which is denoted by (푋;∗,1),...
Copyright © 2015 Mostafa, Omar and Hassan. This is an open access article distributed under the Crea...
In this paper, we introduce the concept of multiplier of BE-algebras and obtained some properties of...
This book presents a unified course in BE-algebras with a comprehensive introduction, general theore...
As a generalization of a BCK-algebra, a BE-algebras was introduced. In this paper, we investigate se...
We introduce a new notion, called a Q-algebra, which is a generalization of the idea of BCH/BCI/BCK-...
Abstract. We introduce a new notion, called a Q-algebra, which is a generalization of the idea of BC...
Copyright c © 2014 Kyung Ho Kim and Sang Moon Lee. This is an open access article distributed under ...
The concept of O-filters is introduced in commutative BE-algebras. An equivalent condition is derive...
The concept of quantum B-algebra was introduced by Rump and Yang, that is, unified algebraic semanti...
We define two classes of algebras P- and Q-, which are derived from the definitions of BCK- and BCI-...
Abstract. The notions of terminal sections of BE-algebras are intro-duced. Characterizations of a co...
Florentin Smarandache, introduced a creative idea named superhyper algebras as a popularization of a...
In this paper, we define the concept of (ℓ,ꭉ)-t-derivation and (ꭉ,ℓ)-t-derivation in BF-algebras. Th...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
BE-algebra is a non-empty set푋with a binary operation ∗and a constant 1 which is denoted by (푋;∗,1),...
Copyright © 2015 Mostafa, Omar and Hassan. This is an open access article distributed under the Crea...
In this paper, we introduce the concept of multiplier of BE-algebras and obtained some properties of...
This book presents a unified course in BE-algebras with a comprehensive introduction, general theore...
As a generalization of a BCK-algebra, a BE-algebras was introduced. In this paper, we investigate se...
We introduce a new notion, called a Q-algebra, which is a generalization of the idea of BCH/BCI/BCK-...
Abstract. We introduce a new notion, called a Q-algebra, which is a generalization of the idea of BC...
Copyright c © 2014 Kyung Ho Kim and Sang Moon Lee. This is an open access article distributed under ...
The concept of O-filters is introduced in commutative BE-algebras. An equivalent condition is derive...
The concept of quantum B-algebra was introduced by Rump and Yang, that is, unified algebraic semanti...
We define two classes of algebras P- and Q-, which are derived from the definitions of BCK- and BCI-...
Abstract. The notions of terminal sections of BE-algebras are intro-duced. Characterizations of a co...
Florentin Smarandache, introduced a creative idea named superhyper algebras as a popularization of a...
In this paper, we define the concept of (ℓ,ꭉ)-t-derivation and (ꭉ,ℓ)-t-derivation in BF-algebras. Th...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
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