AbstractRatio asymptotic results give the asymptotic behaviour of the ratio between two consecutive orthogonal polynomials with respect to a positive measure. In this paper, we obtain ratio asymptotic results for orthogonal matrix polynomials and introduce the matrix analogs of the scalar Chebyshev polynomials of the second kind
Abstract. We use a non-linear characterization of orthonormal polynomials due to Saff in order to sh...
AbstractGiven the coefficients in the three term recurrence relation satisfied by orthogonal polynom...
AbstractWe study ratio asymptotics, that is, existence of the limit of Pn+1(z)/Pn(z) (Pn= monic orth...
AbstractWe study ratio asymptotic behaviour for orthogonal matrix polynomials with unbounded recurre...
AbstractRatio asymptotic results give the asymptotic behaviour of the ratio between two consecutive ...
AbstractThe asymptotic behavior of γn(dβ)γn(dα)−1 and Pn(x, dβ)P−1n(x, dα) is studied. Here (γn(.))n...
In this paper we study matrix biorthogonal polynomials sequences that satisfy a nonsymmetric three t...
AbstractIn this paper some new characterizations of ratio asymptotics for orthogonal polynomials are...
AbstractIn this paper we study sequences of matrix polynomials that satisfy a non-symmetric recurren...
AbstractWe study ratio asymptotic behaviour for orthogonal matrix polynomials with unbounded recurre...
AbstractIn this paper it is supposed that the coefficients in the recurrence formula for orthogonal ...
AbstractWe study the weak convergence of orthogonal matrix polynomials under some conditions on the ...
We use a non-linear characterization of orthonormal polynomials due to Saff in order to prove an equ...
AbstractThis paper is a sequel to a previous one. It is assumed that the coefficients in the recurre...
We use a non-linear characterization of orthonormal polynomials due to Saff in order to prove an equ...
Abstract. We use a non-linear characterization of orthonormal polynomials due to Saff in order to sh...
AbstractGiven the coefficients in the three term recurrence relation satisfied by orthogonal polynom...
AbstractWe study ratio asymptotics, that is, existence of the limit of Pn+1(z)/Pn(z) (Pn= monic orth...
AbstractWe study ratio asymptotic behaviour for orthogonal matrix polynomials with unbounded recurre...
AbstractRatio asymptotic results give the asymptotic behaviour of the ratio between two consecutive ...
AbstractThe asymptotic behavior of γn(dβ)γn(dα)−1 and Pn(x, dβ)P−1n(x, dα) is studied. Here (γn(.))n...
In this paper we study matrix biorthogonal polynomials sequences that satisfy a nonsymmetric three t...
AbstractIn this paper some new characterizations of ratio asymptotics for orthogonal polynomials are...
AbstractIn this paper we study sequences of matrix polynomials that satisfy a non-symmetric recurren...
AbstractWe study ratio asymptotic behaviour for orthogonal matrix polynomials with unbounded recurre...
AbstractIn this paper it is supposed that the coefficients in the recurrence formula for orthogonal ...
AbstractWe study the weak convergence of orthogonal matrix polynomials under some conditions on the ...
We use a non-linear characterization of orthonormal polynomials due to Saff in order to prove an equ...
AbstractThis paper is a sequel to a previous one. It is assumed that the coefficients in the recurre...
We use a non-linear characterization of orthonormal polynomials due to Saff in order to prove an equ...
Abstract. We use a non-linear characterization of orthonormal polynomials due to Saff in order to sh...
AbstractGiven the coefficients in the three term recurrence relation satisfied by orthogonal polynom...
AbstractWe study ratio asymptotics, that is, existence of the limit of Pn+1(z)/Pn(z) (Pn= monic orth...
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