Optimal recovery of operators and multidimensional Carlson type inequalities

Osipenko K. Yu.

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Optimal recovery of operators and multidimensional Carlson type inequalities

机译：算子的最佳恢复和多维Carlson型不等式

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The paper is concerned with recovery problems of linear multiplier-type operators from noisy information on weighted classes of functions. Optimal methods of recovery are constructed. The dual extremal problem is closely connected with Carlson type inequalities. (C) 2015 Elsevier Inc. All rights reserved.

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来源
《Journal of complexity》 |2016年第1期|53-73|共21页
作者
Osipenko K. Yu.;
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作者单位

MATI Russian State Technol Univ, Inst Informat Transmiss Problems, Russian Acad Sci, Moscow, Russia;

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原文格式 PDF
正文语种 eng
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关键词
Optimal recovery; Linear operator; Fourier transform; Inequalities for derivatives;

机译：最优恢复;线性算子;傅立叶变换;导数不等式;

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Optimal recovery of operators and multidimensional Carlson type inequalities

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