Add to ORKGLet $\mathcal{V}$ be a congruence permutable variety generated by a finite nilpotent algebra $\mathbf{A}$. If $\mathbf{A}$ is a product of algebras of prime power order, then the class $\mathcal{V}_\text{si}$ of subdirectly irreducible members of $\mathcal{V}$ can be axiomatised by a finite set of elementary sentences.Comment: There is an error that has not been fixe
We study conditions under which subdirect products of various types of algebraic structures are fini...
We address the question of the dualizability of nilpotent Mal’cev algebras, showing that nilpotent f...
We address the question of the dualizability of nilpotent Mal’cev algebras, showing that nilpotent f...
Study of general algebraic systems has long been concerned with finite basis results that prove fini...
Study of general algebraic systems has long been concerned with finite basis results that prove fini...
A finite algebra of finite type (i.e. in a finite language) is finitely based iff the variety it gen...
A finite algebra of finite type (i.e. in a finite language) is finitely based iff the variety it gen...
AbstractA finitely generated algebra A in a variety V is called finitely determined in V if there ex...
Several new results of a general algebraic scope are developed in an effort to build tools for use i...
Several new results of a general algebraic scope are developed in an effort to build tools for use i...
The first author was supported by the National Science Foundation under Grant No. DMS 1500254.We stu...
We consider the preservation of properties of being finitely generated, being finitely presented and...
AbstractWe develop a new centrality concept and apply it to solve certain outstanding problems about...
AbstractA finitely generated algebra A in a variety V is called finitely determined in V if there ex...
Does every finite algebraic system A with finitely many operations possess a finite list of polynomi...
We study conditions under which subdirect products of various types of algebraic structures are fini...
We address the question of the dualizability of nilpotent Mal’cev algebras, showing that nilpotent f...
We address the question of the dualizability of nilpotent Mal’cev algebras, showing that nilpotent f...
Study of general algebraic systems has long been concerned with finite basis results that prove fini...
Study of general algebraic systems has long been concerned with finite basis results that prove fini...
A finite algebra of finite type (i.e. in a finite language) is finitely based iff the variety it gen...
A finite algebra of finite type (i.e. in a finite language) is finitely based iff the variety it gen...
AbstractA finitely generated algebra A in a variety V is called finitely determined in V if there ex...
Several new results of a general algebraic scope are developed in an effort to build tools for use i...
Several new results of a general algebraic scope are developed in an effort to build tools for use i...
The first author was supported by the National Science Foundation under Grant No. DMS 1500254.We stu...
We consider the preservation of properties of being finitely generated, being finitely presented and...
AbstractWe develop a new centrality concept and apply it to solve certain outstanding problems about...
AbstractA finitely generated algebra A in a variety V is called finitely determined in V if there ex...
Does every finite algebraic system A with finitely many operations possess a finite list of polynomi...
We study conditions under which subdirect products of various types of algebraic structures are fini...
We address the question of the dualizability of nilpotent Mal’cev algebras, showing that nilpotent f...
We address the question of the dualizability of nilpotent Mal’cev algebras, showing that nilpotent f...