AbstractIt is well-known that the roots of any two orthogonal polynomials are distributed equally if the weights satisfy the Szegő condition. In this paper, we propose a general equidistribution theorem that does not use the Szegő condition and admits an elementary proof
AbstractIt is well-known that the denominators of Padé approximants can be considered as orthogonal ...
In this paper we investigate the asymptotic distribution of the zeros of polynomials P_n(x) satisfyi...
H. Weyl proved in \cite{Weyl} that integer evaluations of polynomials are equidistributed mod 1 when...
Generalized polynomials are mappings obtained from the conventional polynomials by the use of the op...
Orthogonal Polynomials contains an up-to-date survey of the general theory of orthogonal polynomials...
The generalisation of questions of the classic arithmetic has long been of interest. One line of que...
In this note it is shown that a fairly recent result on the asymptotic distribution of the zeros of ...
An encyclopedic presentation of general orthogonal polynomials, placing emphasis on asymptotic behav...
It is shown that for doubling weights, the zeros of the associated orthogonal polynomials are unifor...
Abstract. For a system of Laurent polynomials f1,..., fn ∈ C[x±11,..., x±1n] whose coefficients are ...
Relation between two sequences of orthogonal polynomials, where the associated measures are related ...
The expected number of real projective roots of orthogonally invariant random homogeneous real polyn...
AbstractComplete characterization is given for all orthogonal polynomials whose derivatives are line...
A simple method is described for the construction of a set of orthogonal polynomials for any case wh...
AbstractRelation between two sequences of orthogonal polynomials, where the associated measures are ...
AbstractIt is well-known that the denominators of Padé approximants can be considered as orthogonal ...
In this paper we investigate the asymptotic distribution of the zeros of polynomials P_n(x) satisfyi...
H. Weyl proved in \cite{Weyl} that integer evaluations of polynomials are equidistributed mod 1 when...
Generalized polynomials are mappings obtained from the conventional polynomials by the use of the op...
Orthogonal Polynomials contains an up-to-date survey of the general theory of orthogonal polynomials...
The generalisation of questions of the classic arithmetic has long been of interest. One line of que...
In this note it is shown that a fairly recent result on the asymptotic distribution of the zeros of ...
An encyclopedic presentation of general orthogonal polynomials, placing emphasis on asymptotic behav...
It is shown that for doubling weights, the zeros of the associated orthogonal polynomials are unifor...
Abstract. For a system of Laurent polynomials f1,..., fn ∈ C[x±11,..., x±1n] whose coefficients are ...
Relation between two sequences of orthogonal polynomials, where the associated measures are related ...
The expected number of real projective roots of orthogonally invariant random homogeneous real polyn...
AbstractComplete characterization is given for all orthogonal polynomials whose derivatives are line...
A simple method is described for the construction of a set of orthogonal polynomials for any case wh...
AbstractRelation between two sequences of orthogonal polynomials, where the associated measures are ...
AbstractIt is well-known that the denominators of Padé approximants can be considered as orthogonal ...
In this paper we investigate the asymptotic distribution of the zeros of polynomials P_n(x) satisfyi...
H. Weyl proved in \cite{Weyl} that integer evaluations of polynomials are equidistributed mod 1 when...
DOI
Add to ORKG