The Convergence rates of chebyshev Interpolation

Souad A. Abumaryam (1)
(1) , Libya

Abstract

In this paper we will investigate the convergence of Chebyshev interpolation in terms of Chebyshev polynomials. In particular, if the function f (x) extends to an analytic function in a region bounded by an ellipse, then we may obtain an upper bound on the error of interpolation using zeros and extrema of Chebyshev polynomials.

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Authors

Souad A. Abumaryam
Souad A. Abumaryam. (2018). The Convergence rates of chebyshev Interpolation. Journal of Pure & Applied Sciences, 17(1). https://doi.org/10.51984/jopas.v17i1.65

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