Asymptotic Behavior Of The Approximation Numbers Of The Hardy-Type Operator From $L^p$ Into $L^q$

J. Lang; O. Mendez; A. Nekvinda

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Asymptotic Behavior Of The Approximation Numbers Of The Hardy-Type Operator From $L^p$ Into $L^q$

机译：Hardy型算子从$ L ^ p $到$ L ^ q $的逼近数的渐近行为

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We consider the Hardy-type operator a,vspace{-3pt}$"> and establish properties of as a map from into for , and . The main result is that, with appropriate assumptions on and , the approximation numbers of satisfy the inequality

机译：我们考虑使用Hardy型算子a，vspace {-3pt} $“>并从in，for和建立映射的属性，主要结果是，在和适当假设下，满足不等式的近似数

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《Journal of inequalities in pure and applied mathematics》 |2004年第1期|共36页
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J. Lang; O. Mendez; A. Nekvinda;
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Asymptotic Behavior Of The Approximation Numbers Of The Hardy-Type Operator From $L^p$ Into $L^q$

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