DOIAbstract
AbstractThis paper obtains upper and lower bounds for the asymptotic behavior of the codimension sequence and cocharacter sequence of A⊗B in terms of the asymptotic behavior of the codimensions and cocharacters of A and B
AbstractThis paper obtains upper and lower bounds for the asymptotic behavior of the codimension sequence and cocharacter sequence of A⊗B in terms of the asymptotic behavior of the codimensions and cocharacters of A and B
In \cite{MR2221114}, B.~C.~Berndt and A.~Zaharescu introduced the twisted divisor sums associated wi...
AbstractLet a(k,n) be the k-th coefficient of the n-th cyclotomic polynomials. In 1987, J. Suzuki pr...
2000 Mathematics Subject Classification: 26C05, 26C10, 30A12, 30D15, 42A05, 42C05.In this paper we p...
AbstractWe prove that the colength sequence of k×k matrices over the Grassmann algebra is asymptotic...
AbstractAll PI-algebras R satisfy identities of the form: f∗[x, y] = Σ ασxσ(1)y1xσ(2)y2 … yn − 1xσ(n...
AbstractIf A and B satisfy a Capelli identity then so does A ⊗ B. To prove this we show that the hei...
AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters i...
Nesta dissertação foi feita uma abordagem sobre identidades polinomiais para o produto tensorial de...
AbstractBy the Giambruno–Zaicev theorem for associative p.i. algebras, the exponential rate of growt...
AbstractWe study the polynomial identities of regular algebras, introduced in [A. Regev, T. Seeman, ...
The relations of Barratt and Miller are shown to include all relations among the elements P[superscr...
AbstractWe characterize varieties of P.I. algebras with bounded multiplicities of the cocharacters: ...
AbstractWe compute the asymptotics of the colength and maximal multiplicity sequences of simple alge...
AbstractLet cn(A), n=1,2,… , be the sequence of codimensions of an algebra A over a field F of chara...
AbstractWe return to the theme of generalized derivations related to symmetric functions to correct ...
In \cite{MR2221114}, B.~C.~Berndt and A.~Zaharescu introduced the twisted divisor sums associated wi...
AbstractLet a(k,n) be the k-th coefficient of the n-th cyclotomic polynomials. In 1987, J. Suzuki pr...
2000 Mathematics Subject Classification: 26C05, 26C10, 30A12, 30D15, 42A05, 42C05.In this paper we p...
AbstractWe prove that the colength sequence of k×k matrices over the Grassmann algebra is asymptotic...
AbstractAll PI-algebras R satisfy identities of the form: f∗[x, y] = Σ ασxσ(1)y1xσ(2)y2 … yn − 1xσ(n...
AbstractIf A and B satisfy a Capelli identity then so does A ⊗ B. To prove this we show that the hei...
AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters i...
Nesta dissertação foi feita uma abordagem sobre identidades polinomiais para o produto tensorial de...
AbstractBy the Giambruno–Zaicev theorem for associative p.i. algebras, the exponential rate of growt...
AbstractWe study the polynomial identities of regular algebras, introduced in [A. Regev, T. Seeman, ...
The relations of Barratt and Miller are shown to include all relations among the elements P[superscr...
AbstractWe characterize varieties of P.I. algebras with bounded multiplicities of the cocharacters: ...
AbstractWe compute the asymptotics of the colength and maximal multiplicity sequences of simple alge...
AbstractLet cn(A), n=1,2,… , be the sequence of codimensions of an algebra A over a field F of chara...
AbstractWe return to the theme of generalized derivations related to symmetric functions to correct ...
In \cite{MR2221114}, B.~C.~Berndt and A.~Zaharescu introduced the twisted divisor sums associated wi...
AbstractLet a(k,n) be the k-th coefficient of the n-th cyclotomic polynomials. In 1987, J. Suzuki pr...
2000 Mathematics Subject Classification: 26C05, 26C10, 30A12, 30D15, 42A05, 42C05.In this paper we p...
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