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
AbstractWe prove that for any integer d multinomial coefficients satisfying some conditions are exac...
AbstractLet H(x) be a monic polynomial over a finite field F=GF(q). Denote by Na(n) the number of co...
AbstractLet ‖·‖ be the weighted L2-norm with Laguerre weight w(t)=tαe−t, α>−1. Let Pn be the set of ...
AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters i...
AbstractWe compute the asymptotics of the colength and maximal multiplicity sequences of simple alge...
AbstractWe prove that the colength sequence of k×k matrices over the Grassmann algebra is asymptotic...
AbstractIn this note, we shall consider the sequence of consecutive powers in max algebra of a nonne...
AbstractWe characterize varieties of P.I. algebras with bounded multiplicities of the cocharacters: ...
AbstractThis paper obtains upper and lower bounds for the asymptotic behavior of the codimension seq...
AbstractWe study M(n), the number of distinct values taken by multinomial coefficients with upper en...
AbstractIn previous work we have shown that the binomial coefficients Cn··kr, r are strongly logarit...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
AbstractWinkler has proved that, if n and m are positive integers with n ≤ m ≤ n25 and m ≡ n (mod 2)...
AbstractConsider a n×n matrix partitioned into k×k blocks: C=[Ci,j], where C1,1,…,Ck,k are square. T...
AbstractLet P = {pj}j=1∞, where 1 < p1 ≤ p2 ≤ …, pj → ∞. Following Beurling [Acta Math, 1937], we ca...
AbstractWe prove that for any integer d multinomial coefficients satisfying some conditions are exac...
AbstractLet H(x) be a monic polynomial over a finite field F=GF(q). Denote by Na(n) the number of co...
AbstractLet ‖·‖ be the weighted L2-norm with Laguerre weight w(t)=tαe−t, α>−1. Let Pn be the set of ...
AbstractIf A is a p.i. algebra, mn(A) is the maximum multiplicity of the Sn irreducible characters i...
AbstractWe compute the asymptotics of the colength and maximal multiplicity sequences of simple alge...
AbstractWe prove that the colength sequence of k×k matrices over the Grassmann algebra is asymptotic...
AbstractIn this note, we shall consider the sequence of consecutive powers in max algebra of a nonne...
AbstractWe characterize varieties of P.I. algebras with bounded multiplicities of the cocharacters: ...
AbstractThis paper obtains upper and lower bounds for the asymptotic behavior of the codimension seq...
AbstractWe study M(n), the number of distinct values taken by multinomial coefficients with upper en...
AbstractIn previous work we have shown that the binomial coefficients Cn··kr, r are strongly logarit...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
AbstractWinkler has proved that, if n and m are positive integers with n ≤ m ≤ n25 and m ≡ n (mod 2)...
AbstractConsider a n×n matrix partitioned into k×k blocks: C=[Ci,j], where C1,1,…,Ck,k are square. T...
AbstractLet P = {pj}j=1∞, where 1 < p1 ≤ p2 ≤ …, pj → ∞. Following Beurling [Acta Math, 1937], we ca...
AbstractWe prove that for any integer d multinomial coefficients satisfying some conditions are exac...
AbstractLet H(x) be a monic polynomial over a finite field F=GF(q). Denote by Na(n) the number of co...
AbstractLet ‖·‖ be the weighted L2-norm with Laguerre weight w(t)=tαe−t, α>−1. Let Pn be the set of ...
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