Stechkin-Marchaud-Type inequalities with Jacobi weights for Bernstein Operators

Jianjun Wang; Yinchuan Xue; Fengjun Li

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Stechkin-Marchaud-Type inequalities with Jacobi weights for Bernstein Operators

机译：Bernstein算子的Jacobi权重的Stechkin-Marchaud型不等式

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摘要

Using the modulus of smoothnessω ? λ 2, Stechkin-Marchaud-Type inequalities with Jacobi weights of Bernstein Operators is established.

机译：使用平滑系数ω？ λ 2 ，建立具有伯恩斯坦算子的Jacobi权的Stechkin-Marchaud型不等式。

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来源
《Journal of Applied Mathematics and Computing》 |2007年第2期|343-355|共13页
作者
Jianjun Wang; Yinchuan Xue; Fengjun Li;
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作者单位

The School of Mathematics and Statistics Southwest University 400715 Chongqing P. R. China;

School of Mathematics and Computer Science Ningxia University 750021 Yinchuan P. R. China;

Institute for Information and System Science Xi’an Jiaotong University 710049 Xi’an P. R. China;

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原文格式 PDF
正文语种 eng
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关键词
41A3641A25/CLC; Weighted approximation; Bernstein operators; weighted modulus of smoothness; Jacobi weights;

机译：41A3641A25 / CLC;加权逼近;Bernstein算子;加权平滑度模量;Jacobi权重;

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2. Generalized weighted Stechkin-Marchaud-type inequalities for Baskakov-Durrmeyer operators [J] . Guo F. Journal of Mathematical Analysis and Applications . 2012,第1期

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3. Derivatives of multivariate Bernstein operators and smoothness with Jacobi weights [J] . Wang J., Peng Z., Duan S., Journal of applied mathematics . 2012,第Pta2期

机译：多元Bernstein算子的导数和Jacobi权重的光滑度
4. Weighted Stechkin-Marchaud-type Inequalities for Baskakov-Durmeyer operators [C] . Feng Guo 2011 International Conference on Multimedia Technology . 2011

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7. A generalised beta integral and the limit of the Bernstein-Durrmeyer operator with Jacobi weights [O] . Shayne Waldron 2008

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Stechkin-Marchaud-Type inequalities with Jacobi weights for Bernstein Operators

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