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The Chebyshev polynomial of best approximation to a given function on an interval
The Chebyshev Polynomial of Best Approximation to a Given Function on an Interval By 0. Sbisha c = [M/{pi(n + DlirUirn 1 -{2PlV(n + \)\/M\, y=0 U = (n + 2) TE rll ' [M/{4Piin + 1) l}]t fn+l 'N (n-l \ ( n \ -lnl/2