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CHEBYSHEV POLYNOMIALS WITH ZEROS ON THE CIRCLE AND RELATED TOPICS

机译:带圆角的切比雪夫多项式和相关主题

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摘要

A description is given for the Chebyshev monic polynomial T-n* of degree n with zeros on the circle and with the smallest deviation from zero on an arc. The construction of the extremal trigonometric polynomial of order n/2 associated with T-n* is investigated and dual extremal problems are studied. The results are applied to estimating an optimal error for extrapolation from a finite set in the Wiener class.
机译:给出了度数为n的切比雪夫单项多项式T-n *的描述,圆上为零,圆弧上与零的偏差最小。研究了与T-n *相关的​​n / 2阶极值三角多项式的构造,并研究了对偶极值问题。将结果应用于从Wiener类的有限集中估计最佳外推误差。

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