Publication date
January 2006
DOI Publisher
Mathematical Sciences Publishers Language
EnglishAbstract
summary:Mono-unary algebras may be used to construct homomorphisms, subalgebras, and direct products of algebras of an arbitrary type
summary:Mono-unary algebras may be used to construct homomorphisms, subalgebras, and direct products of algebras of an arbitrary type
Let X be a non empty set and f a map from X to X. Considering f as a 1-ary operation on X we study t...
Absolute algebras are a new type of algebraic structures, endowed with a meaningful notion of infini...
AbstractWe study surjective homomorphisms f:∏IAi→B of not-necessarily-associative algebras over a co...
summary:Mono-unary algebras may be used to construct homomorphisms, subalgebras, and direct products...
summary:A construction of all homomorphisms of an algebra with a finite number of operations into an...
summary:J. Płonka in [12] noted that one could expect that the regularization ${\mathcal R}(K)$ of...
summary:A construction of all homomorphisms of a heterogeneous algebra into an algebra of the same t...
summary:In this paper we investigate the validity of a cancellation law for some classes of monounar...
summary:We prove that a finite unary algebra with at least two operation symbols is a homomorphic im...
summary:For a subalgebra ${\mathcal B}$ of a partial monounary algebra ${\mathcal A}$ we define the ...
An examination of the pure algebraic properties of computational type conversion leads to a new gen...
summary:In this paper we describe all algebras $A$ with one unary operation such that by a direct li...
AbstractWe prove Heyneman–Radford Theorem in the framework of monoidal categories
AbstractFor a regular variety V of unary algebras, we consider the category PAR(V) whose objects are...
summary:Summary: All algebraic objects in this note will be considered over a fixed field $k$ of cha...
Let X be a non empty set and f a map from X to X. Considering f as a 1-ary operation on X we study t...
Absolute algebras are a new type of algebraic structures, endowed with a meaningful notion of infini...
AbstractWe study surjective homomorphisms f:∏IAi→B of not-necessarily-associative algebras over a co...
summary:Mono-unary algebras may be used to construct homomorphisms, subalgebras, and direct products...
summary:A construction of all homomorphisms of an algebra with a finite number of operations into an...
summary:J. Płonka in [12] noted that one could expect that the regularization ${\mathcal R}(K)$ of...
summary:A construction of all homomorphisms of a heterogeneous algebra into an algebra of the same t...
summary:In this paper we investigate the validity of a cancellation law for some classes of monounar...
summary:We prove that a finite unary algebra with at least two operation symbols is a homomorphic im...
summary:For a subalgebra ${\mathcal B}$ of a partial monounary algebra ${\mathcal A}$ we define the ...
An examination of the pure algebraic properties of computational type conversion leads to a new gen...
summary:In this paper we describe all algebras $A$ with one unary operation such that by a direct li...
AbstractWe prove Heyneman–Radford Theorem in the framework of monoidal categories
AbstractFor a regular variety V of unary algebras, we consider the category PAR(V) whose objects are...
summary:Summary: All algebraic objects in this note will be considered over a fixed field $k$ of cha...
Let X be a non empty set and f a map from X to X. Considering f as a 1-ary operation on X we study t...
Absolute algebras are a new type of algebraic structures, endowed with a meaningful notion of infini...
AbstractWe study surjective homomorphisms f:∏IAi→B of not-necessarily-associative algebras over a co...
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