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 study codimension growth of infinite dimensional Lie algebras over a field of characteristic zero...
Let A be a (non-necessarily associative) finite-dimensional algebra over a field of characteristic z...
AbstractThis paper is concerned with finite nonassociative algebras A of prime dimension without pro...
The authors give a simple construction of a prime monomial algebra on two generators over an arbitra...
AbstractWe give a simple construction of a prime monomial algebra with quadratic growth, which is ne...
AbstractWe construct a nonseparable C∗-algebra that is prime but not primitive. This solves an old p...
AbstractLet k be an uncountable field. We show that a finitely generated prime Goldie k-algebra of q...
AbstractIn this paper we investigate the polynomial identities of an important subalgebra of the PI-...
AbstractWe study prime algebras of quadratic growth. Our first result is that if A is a prime monomi...
Pseudo-Boolean functions naturally model problems in a number of different areas such as computer sc...
We construct a family of unital non-associative algebras ▫${ T_alpha | 2 2$▫. This is the first exa...
We study polynomial identities of algebras with involution of nonassociative algebras over a field o...
We study associative algebras with unity of polynomial codimension growth. For any fixed degree $k$...
AbstractLet A be a (non-necessarily associative) finite-dimensional algebra over a field of characte...
Consider a system \Psi of non-constant affine-linear forms \psi_1,...,\psi_t: Z^d -> Z, no two of wh...
We study codimension growth of infinite dimensional Lie algebras over a field of characteristic zero...
Let A be a (non-necessarily associative) finite-dimensional algebra over a field of characteristic z...
AbstractThis paper is concerned with finite nonassociative algebras A of prime dimension without pro...
The authors give a simple construction of a prime monomial algebra on two generators over an arbitra...
AbstractWe give a simple construction of a prime monomial algebra with quadratic growth, which is ne...
AbstractWe construct a nonseparable C∗-algebra that is prime but not primitive. This solves an old p...
AbstractLet k be an uncountable field. We show that a finitely generated prime Goldie k-algebra of q...
AbstractIn this paper we investigate the polynomial identities of an important subalgebra of the PI-...
AbstractWe study prime algebras of quadratic growth. Our first result is that if A is a prime monomi...
Pseudo-Boolean functions naturally model problems in a number of different areas such as computer sc...
We construct a family of unital non-associative algebras ▫${ T_alpha | 2 2$▫. This is the first exa...
We study polynomial identities of algebras with involution of nonassociative algebras over a field o...
We study associative algebras with unity of polynomial codimension growth. For any fixed degree $k$...
AbstractLet A be a (non-necessarily associative) finite-dimensional algebra over a field of characte...
Consider a system \Psi of non-constant affine-linear forms \psi_1,...,\psi_t: Z^d -> Z, no two of wh...
We study codimension growth of infinite dimensional Lie algebras over a field of characteristic zero...
Let A be a (non-necessarily associative) finite-dimensional algebra over a field of characteristic z...
AbstractThis paper is concerned with finite nonassociative algebras A of prime dimension without pro...
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