Polynomial Interpolation in Points Equidistributed on the Unit Circle

Polynomial Interpolation in Points Equidistributed on the Unit Circle
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Total Pages : 40
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ISBN-10 : UOM:39015095258649
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Book Synopsis Polynomial Interpolation in Points Equidistributed on the Unit Circle by : J. H. Curtiss

Download or read book Polynomial Interpolation in Points Equidistributed on the Unit Circle written by J. H. Curtiss and published by . This book was released on 1961 with total page 40 pages. Available in PDF, EPUB and Kindle. Book excerpt:


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Polynomial Interpolation in Points Equidistributed on the Unit Circle
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Let Ln(f; z) be the polynomial of degree at most n-1 found by interpolation in the distinct points znk = ei nk, k = 1 ..., n, to a function f given on z = 1. It
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Let Ln(f; z) be the polynomial of degree at most n-1 found by interpolation in the distinct points znk = ei nk, k = 1 ..., n, to a function f given on z = 1. It
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Hermite Interpolation is a particular case in which we are given only the values of function and its first derivative at the given set of points in a given inte
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