We give the asymptotic behavior of the ratio of two neighboring multiple orthogonal polynomials under the condition that the recurrence coefficients in the nearest neighbor recurrence relations converge.12 pagesstatus: publishe
Multiple orthogonal polynomials satisfy a number of recurrence relations, in particular there is a (...
AbstractWe investigate multiple Charlier polynomials and in particular we will use the (nearest neig...
AbstractIn this paper some characterizations of the ratio asymptotics for general polynomials are gi...
We give the asymptotic behavior of the ratio of two neighboring multiple orthogonal polynomials unde...
AbstractThe asymptotic behavior of the ratio pnqn given, where {pn(x): n = 0, 1, …} and {qn(x): n = ...
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 ...
AbstractIn this paper some new characterizations of ratio asymptotics for orthogonal polynomials are...
AbstractRatio asymptotic results give the asymptotic behaviour of the ratio between two consecutive ...
AbstractThis paper is a sequel to a previous one. It is assumed that the coefficients in the recurre...
Abstract. We establish the asymptotic zero distribution for polynomials gen-erated by a four-term re...
. In this paper polynomials satisfying a certain twin "limit" periodic recurrence relation...
AbstractGiven the coefficients in the three term recurrence relation satisfied by orthogonal polynom...
AbstractIn this paper we investigate general properties of the coefficients in the recurrence relati...
The goal of this thesis is to study the nearest neighbor recurrence rela tions for multiple orthogon...
Multiple orthogonal polynomials satisfy a number of recurrence relations, in particular there is a (...
AbstractWe investigate multiple Charlier polynomials and in particular we will use the (nearest neig...
AbstractIn this paper some characterizations of the ratio asymptotics for general polynomials are gi...
We give the asymptotic behavior of the ratio of two neighboring multiple orthogonal polynomials unde...
AbstractThe asymptotic behavior of the ratio pnqn given, where {pn(x): n = 0, 1, …} and {qn(x): n = ...
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 ...
AbstractIn this paper some new characterizations of ratio asymptotics for orthogonal polynomials are...
AbstractRatio asymptotic results give the asymptotic behaviour of the ratio between two consecutive ...
AbstractThis paper is a sequel to a previous one. It is assumed that the coefficients in the recurre...
Abstract. We establish the asymptotic zero distribution for polynomials gen-erated by a four-term re...
. In this paper polynomials satisfying a certain twin "limit" periodic recurrence relation...
AbstractGiven the coefficients in the three term recurrence relation satisfied by orthogonal polynom...
AbstractIn this paper we investigate general properties of the coefficients in the recurrence relati...
The goal of this thesis is to study the nearest neighbor recurrence rela tions for multiple orthogon...
Multiple orthogonal polynomials satisfy a number of recurrence relations, in particular there is a (...
AbstractWe investigate multiple Charlier polynomials and in particular we will use the (nearest neig...
AbstractIn this paper some characterizations of the ratio asymptotics for general polynomials are gi...
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