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On Weighted Lp- Approximation by Weighted Bernstein-Durrmeyer Operators

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DOI ldeqe1pnd3/1840665

作者 Meiling Wang;Dansheng Yu;Dejun Zhao

机构地区不详

出处《分析理论与应用：英文刊》 2018年1期

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分类 [理学][基础数学]

出版日期 2018年01月11日（中国期刊网平台首次上网日期，不代表论文的发表时间）

相关文献

1Guo Shunsheng (1) ; Li Cuixiang (1). THE L_p-SATURATION RESULTS WEIGHTED SIMULTANEOUS APPROXIMATION BY THE METHOD OF BERNSTEIN-DURRMEYER OPERATORS.基础数学,1998-02.
2. SOME APPROXIMATION THEOREMS FOR MODIFIED BERNSTEIN-DURRMEYER OPERATORS.基础数学,1994-04.
3Bao-rong WEI;Yi ZHAO. Weighted approximation of functions with singularities by Bernstein operators.物理,2008-10.
4Meiling Wang;Dansheng Yu. On Weighted Approximation by Modified Bernstein Operators for Functions with Singularities.基础数学,2014-04.
5Laiyi Zhu;Xiaojie Zhu;Xing Liu. WEIGHTED APPROXIMATION OF r-MONOTONE FUNCTIONS ON THE REAL LINE BY BERNSTEIN OPERATORS.基础数学,2011-03.
6Chunping Zhang;Baohuai Sheng;Zhixiang Chen. APPLICATIONS OF THE BERNSTEIN-DURRMEYER OPERATORS IN ESTIMATING THE NORM OF MERCER KERNEL MATRICES.基础数学,2008-01.
7YaoKui;ChenZhixiang. ON THE RATE OF WEIGHTED Lp CONVERGENCE BY THE GRUENWALD INTERPOLATORY OPERATORS.基础数学,2003-02.
8DuanLiqin LiCuixiang. THE GLOBAL APPROXIMATION BY LEFT-BERNSTEIN-DURRMEYER QUASI-INTERPOLANTS IN Lp[0, 1].基础数学,2004-03.
9Segio Favier;Claudia Ridolfi. Weighted Best Local Approximation.基础数学,2016-04.
10YUJIARONG. WEIGHTED APPROXIMATION OF RANDOM FUNCTIONS.基础数学,1995-04.

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分析理论与应用：英文刊

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