Add to ORKGAbstract: We explore some properties related to the underlying lattice structure of pseudo-Wajsberg algebras. We establish a residuation result and we characterize the Boolean center of pseudo-Wajsberg algebras
The variety dpK(1,1) consists of those algebras (L boolean AND, V, f*, 0, 1) of type (2, 2, 1, 1, 0,...
The concept of Lie pseudoalgebra over a cocommutative Hopf algebra is a generalization of that of a ...
We investigate the structure of perfect residuated lattices, focussing especially on perfect pseudo ...
We explore some properties related to the underlying lattice structure of pseudo-Wajsberg algebras. ...
Pseudo-hoops are algebraic structures introduced in [1, 2] by B. Bosbach under the name of complemen...
LetL be a lattice with a least element denotedo; g(t) ∈ L is a meet pseudocomplement oft ∈ Lifx Λ t ...
In this paper, we introduce the notion of an intuitionistic fuzzy pseudo-Boolean implicative filter ...
Pseudo-BL-chains are linearly ordered pseudo-BL-algebras. Characterizations of them in terms of conc...
AbstractPseudo-BCK-algebras arise as the {\,/,1}-subreducts of integral residuated lattices. In this...
In this paper we have introduced smarandache- 2- Algebraic structure of lattice namely smarandache l...
In this paper we study pseudo-BCH algebras which are semilattices or lattices with respect to the na...
Abstract. In this paper we develope a theory of localization for pseudo MTL- algebras. For commutati...
In this paper, we have introduced Smarandache - 2 - Algebraic structure of lattice namely Smarandach...
AbstractWe study finite pseudocomplemented lattices and especially those that are also complemented....
In this paper, we introduce Smarandache - 2-algebraic structure of lattice S, namely Smarandache lat...
The variety dpK(1,1) consists of those algebras (L boolean AND, V, f*, 0, 1) of type (2, 2, 1, 1, 0,...
The concept of Lie pseudoalgebra over a cocommutative Hopf algebra is a generalization of that of a ...
We investigate the structure of perfect residuated lattices, focussing especially on perfect pseudo ...
We explore some properties related to the underlying lattice structure of pseudo-Wajsberg algebras. ...
Pseudo-hoops are algebraic structures introduced in [1, 2] by B. Bosbach under the name of complemen...
LetL be a lattice with a least element denotedo; g(t) ∈ L is a meet pseudocomplement oft ∈ Lifx Λ t ...
In this paper, we introduce the notion of an intuitionistic fuzzy pseudo-Boolean implicative filter ...
Pseudo-BL-chains are linearly ordered pseudo-BL-algebras. Characterizations of them in terms of conc...
AbstractPseudo-BCK-algebras arise as the {\,/,1}-subreducts of integral residuated lattices. In this...
In this paper we have introduced smarandache- 2- Algebraic structure of lattice namely smarandache l...
In this paper we study pseudo-BCH algebras which are semilattices or lattices with respect to the na...
Abstract. In this paper we develope a theory of localization for pseudo MTL- algebras. For commutati...
In this paper, we have introduced Smarandache - 2 - Algebraic structure of lattice namely Smarandach...
AbstractWe study finite pseudocomplemented lattices and especially those that are also complemented....
In this paper, we introduce Smarandache - 2-algebraic structure of lattice S, namely Smarandache lat...
The variety dpK(1,1) consists of those algebras (L boolean AND, V, f*, 0, 1) of type (2, 2, 1, 1, 0,...
The concept of Lie pseudoalgebra over a cocommutative Hopf algebra is a generalization of that of a ...
We investigate the structure of perfect residuated lattices, focussing especially on perfect pseudo ...