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THE EXACT CONVERGENCE RATE AT ZERO OF LAGRANGE INTERPOLATION POLYNOMIAL TO |x|^α
引用本文:Zhikang Lu Xifang Ge. THE EXACT CONVERGENCE RATE AT ZERO OF LAGRANGE INTERPOLATION POLYNOMIAL TO |x|^α[J]. 分析论及其应用, 2006, 22(3): 201-207. DOI: 10.1007/s10496-006-0201-3
作者姓名:Zhikang Lu Xifang Ge
作者单位:[1]Hangzhou Teacher's College, China [2]Zhejiang Tongji Professional College of Science and Technology, China
摘    要:
In this paper we present a generalized quantitative version of a result the exact convergence rate at zero of Lagrange interpolation polynomial to spaced nodes in [-1,1] due to M.Revers concerning f(x) = |x|α with on equally

关 键 词:拉格朗日插值 等距结点 收敛 多项式
收稿时间:2005-10-20

The exact convergence rate at zero of Lagrange interpolation polynomial to |x|α
Zhikang Lu,Xifang Ge. The exact convergence rate at zero of Lagrange interpolation polynomial to |x|α[J]. Analysis in Theory and Applications, 2006, 22(3): 201-207. DOI: 10.1007/s10496-006-0201-3
Authors:Zhikang Lu  Xifang Ge
Affiliation:(1) Department of Math, Hangzhou Teacher’s College, Hangzhou, 310012, P. R. China;(2) Basic Department, ZheJiang Tongji Professional College of Science And Technology, Hangzhou, 311231, P. R. China
Abstract:
In this paper we present a generalized quantitative version of a result due to M.Revers concerning the exact convergence rate at zero of Lagrange interpolation polynomial to f(x) = |x|α with on equally spaced nodes in [−1, 1].
Keywords:Lagrange interpolation   equidistant nodes   convergence
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