Add to ORKG2010 Mathematics Subject Classification: 33C45, 40G05.In this paper we give some results concerning the equiconvergence and equisummability of series in Jacobi polynomials
Here we prove results about Riesz summability of classical Laguerre series, locally uniformly or on ...
Mathematics Subject Classification: 33C45.A more general form for a classical generating function fo...
AbstractLet Ej be the eigenvalues outside [-2,2] of a Jacobi matrix with an-1∈ℓ2 and bn→0, and μ′ th...
In this paper, several direct and inverse theorems are proved concerningthe approximation of one-var...
MSC 2010: 33C45, 40G05Series in Hermite polynomials with poles on the boundaries of their regions of...
The Jacobi coefficients c`j (; ) (1 j `, ; > 1) are linked to the Maclaurin spectral expansion of...
MSC 2010: 30A10, 30B10, 30B30, 30B50, 30D15, 33E12In studying the behaviour of series, defined by me...
We consider Jacobi matrices whose essential sectrum is a finite union of closed intervals. We focus ...
^We then form the normalized polynomials R{na>β)(x) = P^β){x)IP^β\l), so that sup.^^i \R{f>β)(x)\ = ...
AbstractThe main object of this paper is to construct a systematic investigation of a multivariable ...
In this paper, we introduce a new class H_{T}(f,g;\alpha ,k) of analytic functions in the open unit ...
AbstractClassical Jacobi polynomials Pn(α,β), with α,β>-1, have a number of well-known properties, i...
Let P(α,β)n be the n-th monic Jacobi polynomial with α,β>−1. Given m numbers ω1,…,ωm∈C∖[−1,1], let Ω...
Let P(α,β)n be the n-th monic Jacobi polynomial with α,β>−1. Given m numbers ω1,…,ωm∈C∖[−1,1], let Ω...
Let P(α,β)n be the n-th monic Jacobi polynomial with α,β>−1. Given m numbers ω1,…,ωm∈C∖[−1,1], let Ω...
Here we prove results about Riesz summability of classical Laguerre series, locally uniformly or on ...
Mathematics Subject Classification: 33C45.A more general form for a classical generating function fo...
AbstractLet Ej be the eigenvalues outside [-2,2] of a Jacobi matrix with an-1∈ℓ2 and bn→0, and μ′ th...
In this paper, several direct and inverse theorems are proved concerningthe approximation of one-var...
MSC 2010: 33C45, 40G05Series in Hermite polynomials with poles on the boundaries of their regions of...
The Jacobi coefficients c`j (; ) (1 j `, ; > 1) are linked to the Maclaurin spectral expansion of...
MSC 2010: 30A10, 30B10, 30B30, 30B50, 30D15, 33E12In studying the behaviour of series, defined by me...
We consider Jacobi matrices whose essential sectrum is a finite union of closed intervals. We focus ...
^We then form the normalized polynomials R{na>β)(x) = P^β){x)IP^β\l), so that sup.^^i \R{f>β)(x)\ = ...
AbstractThe main object of this paper is to construct a systematic investigation of a multivariable ...
In this paper, we introduce a new class H_{T}(f,g;\alpha ,k) of analytic functions in the open unit ...
AbstractClassical Jacobi polynomials Pn(α,β), with α,β>-1, have a number of well-known properties, i...
Let P(α,β)n be the n-th monic Jacobi polynomial with α,β>−1. Given m numbers ω1,…,ωm∈C∖[−1,1], let Ω...
Let P(α,β)n be the n-th monic Jacobi polynomial with α,β>−1. Given m numbers ω1,…,ωm∈C∖[−1,1], let Ω...
Let P(α,β)n be the n-th monic Jacobi polynomial with α,β>−1. Given m numbers ω1,…,ωm∈C∖[−1,1], let Ω...
Here we prove results about Riesz summability of classical Laguerre series, locally uniformly or on ...
Mathematics Subject Classification: 33C45.A more general form for a classical generating function fo...
AbstractLet Ej be the eigenvalues outside [-2,2] of a Jacobi matrix with an-1∈ℓ2 and bn→0, and μ′ th...