Approximation in Lp by linear combinations of the indicators of balls


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We investigate an approximation of functions on subsets n in the space Lp with 2 ⩽ p < ∞ by linear combinations of the indicators of balls. We consider the case where the radii of balls are proportional to positive zeros of a Bessel function.

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Oksana Ochakovskaya

Institute of Applied Mathematics and Mechanics of the NAS of Ukraine

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Email: ochakovskaja@yandex.ua
乌克兰, Kyiv

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