AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters in the nth cocharacter of A. We prove that if 1∈A, then mn(A) is asymptotic to a polynomial and we compute the degree of this polynomial for the verbally prime p.i. algebras
AbstractTextThe problem of determining the maximum size of coefficients of cyclotomic polynomials ha...
Abstract. We examine the behavior of the coefficients of powers of polynomials over a finite field o...
Abstract. For a sequence of polynomials Pn(x):= mn pmxm, n 1, we give a neces-sary and sufficient c...
AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters i...
We consider associative PI-algebras over a eld of characteristic zero. We study the asymptotic beha...
In this paper we deal with finitely generated superalgebras with superinvolution, satisfying a non-t...
AbstractWe compute the asymptotics of the colength and maximal multiplicity sequences of simple alge...
AbstractLet M3(F) be the algebra of 3×3 matrices with involution * over a field F of characteristic ...
We consider associative PI-algebras over a field of characteristic zero. The main goal of the paper ...
We consider associative PI-algebras over a field of characteristic zero. The main goal of the paper...
Let A be a finitely generated superalgebra with pseudoinvolution ⁎ over an algebraically closed fiel...
AbstractWe study associative algebras with 1 endowed with an automorphism or antiautomorphism φ of o...
It is known that the weight (that is, the number of nonzero coefficients) of a univariate polynomial...
We compute the cocharacter sequence and generators of the ideal of the weak polynomial identities of...
Let E be the unitary infinite dimensional Grassmann algebra over a field of characteristic zero. In...
AbstractTextThe problem of determining the maximum size of coefficients of cyclotomic polynomials ha...
Abstract. We examine the behavior of the coefficients of powers of polynomials over a finite field o...
Abstract. For a sequence of polynomials Pn(x):= mn pmxm, n 1, we give a neces-sary and sufficient c...
AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters i...
We consider associative PI-algebras over a eld of characteristic zero. We study the asymptotic beha...
In this paper we deal with finitely generated superalgebras with superinvolution, satisfying a non-t...
AbstractWe compute the asymptotics of the colength and maximal multiplicity sequences of simple alge...
AbstractLet M3(F) be the algebra of 3×3 matrices with involution * over a field F of characteristic ...
We consider associative PI-algebras over a field of characteristic zero. The main goal of the paper ...
We consider associative PI-algebras over a field of characteristic zero. The main goal of the paper...
Let A be a finitely generated superalgebra with pseudoinvolution ⁎ over an algebraically closed fiel...
AbstractWe study associative algebras with 1 endowed with an automorphism or antiautomorphism φ of o...
It is known that the weight (that is, the number of nonzero coefficients) of a univariate polynomial...
We compute the cocharacter sequence and generators of the ideal of the weak polynomial identities of...
Let E be the unitary infinite dimensional Grassmann algebra over a field of characteristic zero. In...
AbstractTextThe problem of determining the maximum size of coefficients of cyclotomic polynomials ha...
Abstract. We examine the behavior of the coefficients of powers of polynomials over a finite field o...
Abstract. For a sequence of polynomials Pn(x):= mn pmxm, n 1, we give a neces-sary and sufficient c...
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