On the Lagrange Interpolation Polynomials of Entire Functions Page 1 JOURNAL OF
APPROXIMATION THEORY 41, 170-l 78 (1984) On the Lagrange Interpolation Polynomials of …

In this paper we consider Lagrange interpolation on the real axis. We use the zeros of the
classical Hermite polynomials as nodes of interpolation. Freud [4] and Nevai [7, S] have …

For H∞ functions whose radial limits are almost everywhere continuous on the unit circle in
the complex plane, we give an estimate, in terms of the average modulus of continuity, for …

On the approximation of multivariate entire functions by Lagrange interpolation polynomials
Page 1 Special Issue for the “10 years of the Padua points”, Volume 8 · 2015 · Pages 11–16 …

The asymptotical error committed by approximating a smooth function by a polynomial is
studied. The domain of interpolation is a rectangle in two dimensional space, and the …

Let Ln [f] denote the Lagrange interpolation polynomial to a function f at the zeros of a
polynomial Pn with distinct real zeros. We show that [Formula: see text] where H denotes the …

The purpose of the paper is to investigate weighted L p convergence of Lagrange
interpolation taken at the zeros of Hermite polynomials. It is shown that if a continuous …

On the asymptotics of polynomial interpolation to |x|α at the Chebyshev nodes -
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∑ ∏ Page 1 Anal. Theory Appl. Vol. 25, No. 1 (2009), 16–24 DOI10.1007/s10496-009-0016-0
ON LAGRANGE INTERPOLATION FOR |X|α (0 < α < 1) Laiyi Zhu and Zhiyong Huang (People’s …

We consider some extended interpolation processes based on the zeros of the product of
two orthogonal polynomials and on some additional points near±1. We derive necessary …