The best polynomial approximations of some classes of analytic functions in the Hardy spaces

Autor:	M.B. Vakarchuk, S.B. Vakarchuk, V.I. Zabutna
Rok vydání:	2018
Předmět:	Polynomial (hyperelastic model) Mathematics::Functional Analysis symbols.namesake Pure mathematics Polynomial approximations symbols Mathematics::General Topology Hardy space Linear methods Modulus of continuity Mathematics Analytic function
Zdroj:	Dnipro University Mathematics Bulletin. 26:8
ISSN:	2518-7996 2312-9557
DOI:	10.15421/241802
Popis:	Problems of the best polynomial approximation of classes of analytic functions $$$H^m_{p,R}$$$, $$$m\in \mathbb{Z}_+$$$, $$$R \geqslant 1$$$, $$$1 \leqslant p \leqslant \infty$$$, have been investigated in the Hardy spaces $$$H_p$$$. The best linear methods of approximation were constructed on the indicated classes.
Databáze:	OpenAIRE
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