Add to ORKGAbstract. In this paper, we use the theory of natural duality to study subalgebra lattices in the finitely generated varieties of MV-algebras. With this tool, we obtain the dual atomicity of these lattices, and characterize the members of these varieties in which every subalgebra is an intersection of maximal subalgebras. Then, we determine the algebras that have a modular or distributive lattice of subalgebras. 1
A natural duality is obtained for each finitely generated variety Bn (n < ω) of distributive p-algeb...
The description of the lattice L of subvarieties of the variety MMV(C) generated by monadic MV -alg...
The description of the lattice L of subvarieties of the variety MMV(C) generated by monadic MV -alg...
peer reviewedIn this paper, we use the theory of natural duality to study subalgebra lattices in the...
In this paper, we use the theory of natural duality to study subalgebra lattices in the finitely gen...
In this paper, we use the theory of natural duality to study subalgebra lattices in the finitely gen...
peer reviewedIn this paper, we use the theory of natural duality to study subalgebra lattices in the...
AbstractIn this paper, we use the theory of natural duality to study subalgebra lattices in the fini...
peer reviewedThe main contribution of this paper is the construction of a strong duality for the var...
For each integer n ≥ 2, MVn denotes the variety of MV-algebras generated by the MV-chain with n elem...
AbstractLet V be a discriminator variety such that the class B={A∈V: A is simple and has no trivial ...
Bibliography: pages 140-145.An interesting problem in universal algebra is the connection between th...
In this paper, we study and classify some important subvarieties of the variety of monadic MV-algebr...
In this paper, we describe all modular and distributive lattices which are isomorphic to the congrue...
In this paper we define maximal $MV$-algebras, a concept similar to the maximal rings and maximal di...
A natural duality is obtained for each finitely generated variety Bn (n < ω) of distributive p-algeb...
The description of the lattice L of subvarieties of the variety MMV(C) generated by monadic MV -alg...
The description of the lattice L of subvarieties of the variety MMV(C) generated by monadic MV -alg...
peer reviewedIn this paper, we use the theory of natural duality to study subalgebra lattices in the...
In this paper, we use the theory of natural duality to study subalgebra lattices in the finitely gen...
In this paper, we use the theory of natural duality to study subalgebra lattices in the finitely gen...
peer reviewedIn this paper, we use the theory of natural duality to study subalgebra lattices in the...
AbstractIn this paper, we use the theory of natural duality to study subalgebra lattices in the fini...
peer reviewedThe main contribution of this paper is the construction of a strong duality for the var...
For each integer n ≥ 2, MVn denotes the variety of MV-algebras generated by the MV-chain with n elem...
AbstractLet V be a discriminator variety such that the class B={A∈V: A is simple and has no trivial ...
Bibliography: pages 140-145.An interesting problem in universal algebra is the connection between th...
In this paper, we study and classify some important subvarieties of the variety of monadic MV-algebr...
In this paper, we describe all modular and distributive lattices which are isomorphic to the congrue...
In this paper we define maximal $MV$-algebras, a concept similar to the maximal rings and maximal di...
A natural duality is obtained for each finitely generated variety Bn (n < ω) of distributive p-algeb...
The description of the lattice L of subvarieties of the variety MMV(C) generated by monadic MV -alg...
The description of the lattice L of subvarieties of the variety MMV(C) generated by monadic MV -alg...