AbstractWe generalize and make exact several well-known estimates concerning the over-convergence of complex interpolating polynomials
In this paper we study the consequences of overinterpolation, i.e., the situation when a function ca...
In this paper we study the consequences of overinterpolation, i.e., the situation when a function ca...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
AbstractIn this paper we study the consequences of overinterpolation, i.e., the situation when a fun...
AbstractThe problem of convergence of interpolating polynomials of the type ln(x,f)=a(n)02+∑k=1n(a(n...
AbstractIt is well known that if f is an entire function of exponential type less than log 2, then t...
AbstractLet α = {zn,m}nm = 1 with |zn,m| < 1, n = 1,2,…, be an arbitrary sequence of complex numbers...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
AbstractIn this paper (0,m)-interpolation on the zeros of z(zn−αn) is proved to be regular if and on...
AbstractWe study the asymptotic behavior of the polynomials p and q of degrees n, rational interpola...
AbstractRecently, the study of the behavior of the Hermite–Fejér interpolants in the complex plane w...
AbstractIn this paper we are concerned with the numerical approximation of analytic functions in the...
§1 IntroductionLet A_p denote the collection of functions analytic in D_p:={z:丨z丨<p} and having a...
AbstractThe objective of this paper is to derive an intimate relationship among three important math...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
In this paper we study the consequences of overinterpolation, i.e., the situation when a function ca...
In this paper we study the consequences of overinterpolation, i.e., the situation when a function ca...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
AbstractIn this paper we study the consequences of overinterpolation, i.e., the situation when a fun...
AbstractThe problem of convergence of interpolating polynomials of the type ln(x,f)=a(n)02+∑k=1n(a(n...
AbstractIt is well known that if f is an entire function of exponential type less than log 2, then t...
AbstractLet α = {zn,m}nm = 1 with |zn,m| < 1, n = 1,2,…, be an arbitrary sequence of complex numbers...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
AbstractIn this paper (0,m)-interpolation on the zeros of z(zn−αn) is proved to be regular if and on...
AbstractWe study the asymptotic behavior of the polynomials p and q of degrees n, rational interpola...
AbstractRecently, the study of the behavior of the Hermite–Fejér interpolants in the complex plane w...
AbstractIn this paper we are concerned with the numerical approximation of analytic functions in the...
§1 IntroductionLet A_p denote the collection of functions analytic in D_p:={z:丨z丨<p} and having a...
AbstractThe objective of this paper is to derive an intimate relationship among three important math...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
In this paper we study the consequences of overinterpolation, i.e., the situation when a function ca...
In this paper we study the consequences of overinterpolation, i.e., the situation when a function ca...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
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