Optimal Recovery of Convolutions of $N$ Functions According to Linear Information

Babenko, V. F.; Gunko, M. S.

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Optimal Recovery of Convolutions of $N$ Functions According to Linear Information

by Babenko, V. F., Gunko, M.

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English2015

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We found the optimal linear information and the optimal method of its use to recovery of the convolution of n functions on some classes of $2\pi$ - periodic functions.

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Language: English
Published: 2015
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Optimal Recovery of Convolutions of $N$ Functions According to Linear Information by Babenko, V. F.; Gunko, M. S. is a scholarly article available to read on EtoBox.

Author: Babenko, V. F.; Gunko, M. S.
Published: 2015
Language: EN

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Optimal Recovery of Convolutions of $N$ Functions According to Linear Information

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Optimal Recovery of Convolutions of $N$ Functions According to Linear Information

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