APPROXIMATION ON SET OF TOTAL MEASURE OF BOCHNER-RIESZ MEANS BELOW THE CRITICAL INDEX

APPROXIMATION ON SET OF TOTAL MEASURE OF BOCHNER-RIESZ MEANS BELOW THE CRITICAL INDEX

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摘要 In this paper it has been considered convergence and approximation for functions in Sobolev Spaces L_m^1(R^n)by Bochner-Riesz means below the critical index.A theorem that of precise approximation orders on set of total measure has been proved. In this paper it has been considered convergence and approximation for functions in Sobolev Spaces L_m^1(R^n)by Bochner-Riesz means below the critical index.A theorem that of precise approximation orders on set of total measure has been proved.

作者王时铭

机构地区 Mathematics Section Department of Basic Courses Zhejiang Institute of Technology

出处《Analysis in Theory and Applications》 1992年第1期75-86,共12页 分析理论与应用（英文刊）

基金 Supported by NNSFC.

分类号 O1 [理学—基础数学]

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Analysis in Theory and Applications

1992年第1期

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APPROXIMATION ON SET OF TOTAL MEASURE OF BOCHNER-RIESZ MEANS BELOW THE CRITICAL INDEX

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