On the Interpolation Trigonometric Polynomial with an Arbitrary Even Number of Nodes

机译：任意偶数个节点的插值三角多项式

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摘要

The trigonometric interpolation polynomial with an arbitrary even number of nodes is computed in connection with other well known results.

机译：结合其他众所周知的结果，计算出具有任意偶数个节点的三角插值多项式。

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来源
《Symbolic and Numeric Algorithms for Scientific Computing (SYNASC), 2011 13th International Symposium on》|2011年|p.71-74|共4页
会议地点 Timisoara(RO)
作者
Scheiber Ernest;
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原文格式 PDF
正文语种 eng
中图分类计算复杂性理论;
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1. Approximation of Trigonometric Functions by Trigonometric Polynomials with Interpolation [J] . R. M. Trigub Journal of Contemporary Mathematical Analysis . 2010,第1期

机译：带插值的三角多项式逼近三角函数
2. Quadrature Formula Study for the Integral with Hilbert Kernel based on Trigonometric Interpolational Polynomial [J] . Almaz Ferdinantovich Gilemzyanov, Anis Fuatovich Galimyanov, Chulpan Bakievna Minnegalieva Indian Journal of Science and Technology . 2017,第1期

机译：基于三角插值多项式的希尔伯特内核积分的正交公式研究
3. On the convergence of even trigonometric interpolational polynomials with equidistant points in the metric L [J] . V. S. KOLESNIKOV Analysis Mathematica . 2014,第2期

机译：度量L中等距点的偶三角插值多项式的收敛性
4. On the Interpolation Trigonometric Polynomial with an Arbitrary Even Number of Nodes [C] . Scheiber Ernest International Symposium on Symbolic and Numeric Algorithms for Scientific Computing . 2011

机译：在插值三角多项式上，具有任意偶数节点
5. On trigonometric interpolation. [D] . Anthappan, Paul. 2005

机译：关于三角插值。
6. The Trigonometric Polynomial Like Bernstein Polynomial [O] . Xuli Han -1

机译：像伯恩斯坦多项式一样的三角多项式
7. Lacunary trigonometric interpolation on equidistant nodes (convergence) [O] . Department of Mathematics, University of Alberta, Edmonton, Alberta T6G 2G1, Canada ( host institution ), Varma, A.K ( UF author ) 1982

机译：等距节点上的Lacunary三角插值（收敛）

On the Interpolation Trigonometric Polynomial with an Arbitrary Even Number of Nodes

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