ON THE SATURATION OF Lw^p-APPROXIMATIONBY （O-q＇-q） TYPE HERMITE-FEJER INTERPOLATING POLYNOMIALS On the saturation of L p w -approximation by (0- q′-q ) type Hermite-Fejér interpolating polynomials期刊界 All Journals 搜尽天下杂志传播学术成果专业期刊搜索期刊信息化学术搜索

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ON THE SATURATION OF Lw^p-APPROXIMATIONBY （O-q＇-q） TYPE HERMITE-FEJER INTERPOLATING POLYNOMIALS

摘要：
关键词：	厄密插值法近似度饱和序列多项式
收稿时间：	16 March 2004
*On the saturation of L ^p_w-approximation by (0- q′-q* ) type Hermite-Fejér interpolating polynomials**

Authors:	Li Jiangbo and Sheng Baohuai

Institution:	(1) Department of Mathematics, Lishui Teachers’ College, 323000 Lishui, Zhejiang, P. R. China;(2) Institute of Mathematics, Ningbo University, 315211 Ningbo, Zhejiang, P. R. China

Abstract:	The “o” saturation theorem and the degree of L^p _w approximation by (0−q′−q) type Hermite-Fejér interpolating polynomials for mean convergence are obtained. This work is supported by the Doctor Foundation (No:02J20102-06) and the Post Doctor Foundation of Ningbo University.

Keywords:	Hermite-Ferjér interpolation degree of approximation saturation order
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