An affine prime non-semiprimitive monomial algebra with quadratic growth
- Smoktunowicz, Agata
- Vishne, Uzi
DOIAbstract
AbstractWe give a simple construction of a prime monomial algebra with quadratic growth, which is neither primitive nor PI
AbstractWe give a simple construction of a prime monomial algebra with quadratic growth, which is neither primitive nor PI
We show that every semigroup which is a finite disjoint union of copies of the free monogenic semigr...
AbstractLet νp denote a totally positive integer of an algebraic number field K such that νp is a le...
AbstractA combinatorial criterion for the toric ideal arising from a finite graph to be generated by...
AbstractWe give a simple construction of a prime monomial algebra with quadratic growth, which is ne...
The authors give a simple construction of a prime monomial algebra on two generators over an arbitra...
AbstractWe study prime algebras of quadratic growth. Our first result is that if A is a prime monomi...
AbstractLet k be an uncountable field. We show that a finitely generated prime Goldie k-algebra of q...
The main goal of this paper is to prove that the five algebraswhich were used in [3] to classify (up...
AbstractWe construct, for every real β ≥ 2, a primitive affine algebra with Gelfand-Kirillov dimensi...
AbstractBy modifying constructions of Beı̆dar and Small we prove that for countably generated...
AbstractLetAbe an associative PI-algebra over a fieldFof characteristic zero. By studying the expone...
AbstractBy the Giambruno–Zaicev theorem for associative p.i. algebras, the exponential rate of growt...
AbstractWe consider algebras over a field K defined by a presentation K〈x1,…,xn∣R〉, where R consists...
AbstractIn this paper we investigate the polynomial identities of an important subalgebra of the PI-...
AbstractThe structure of a finitely presented monomial algebra K[X]/K[I] over a field K is described...
We show that every semigroup which is a finite disjoint union of copies of the free monogenic semigr...
AbstractLet νp denote a totally positive integer of an algebraic number field K such that νp is a le...
AbstractA combinatorial criterion for the toric ideal arising from a finite graph to be generated by...
AbstractWe give a simple construction of a prime monomial algebra with quadratic growth, which is ne...
The authors give a simple construction of a prime monomial algebra on two generators over an arbitra...
AbstractWe study prime algebras of quadratic growth. Our first result is that if A is a prime monomi...
AbstractLet k be an uncountable field. We show that a finitely generated prime Goldie k-algebra of q...
The main goal of this paper is to prove that the five algebraswhich were used in [3] to classify (up...
AbstractWe construct, for every real β ≥ 2, a primitive affine algebra with Gelfand-Kirillov dimensi...
AbstractBy modifying constructions of Beı̆dar and Small we prove that for countably generated...
AbstractLetAbe an associative PI-algebra over a fieldFof characteristic zero. By studying the expone...
AbstractBy the Giambruno–Zaicev theorem for associative p.i. algebras, the exponential rate of growt...
AbstractWe consider algebras over a field K defined by a presentation K〈x1,…,xn∣R〉, where R consists...
AbstractIn this paper we investigate the polynomial identities of an important subalgebra of the PI-...
AbstractThe structure of a finitely presented monomial algebra K[X]/K[I] over a field K is described...
We show that every semigroup which is a finite disjoint union of copies of the free monogenic semigr...
AbstractLet νp denote a totally positive integer of an algebraic number field K such that νp is a le...
AbstractA combinatorial criterion for the toric ideal arising from a finite graph to be generated by...
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