On the Derivative of Jacobi’s Polynomial (original) (raw)

Asian Journal of Mathematics and Applications, 2014

Abstract

In this paper, we consider Hermite interpolation on the nodes , which are obtained by vertically projected zeros of the (1-x 2 )Pn(x) on the unit circle, where Pn(x) stands for Jacobi polynomial . We obtain the explicit forms and establish a convergence theorem for the interpolatory polynomial.

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