Approximation of functions belonging to different classes of functions by \((E, 1)(N, p_n)\) product means (Q694449)
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scientific article; zbMATH DE number 6115198
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Approximation of functions belonging to different classes of functions by \((E, 1)(N, p_n)\) product means |
scientific article; zbMATH DE number 6115198 |
Statements
Approximation of functions belonging to different classes of functions by \((E, 1)(N, p_n)\) product means (English)
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12 December 2012
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degree of approximation
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\(\operatorname{Lip}\alpha\) class
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\(\operatorname{Lip}(\zeta (t), r)\) class
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\(W(L_r ,\zeta (t))\) class of functions
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\((E, 1)\) means
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\((N, p_n)\) means
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\((E,1) (N, p_n)\) product means
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Fourier series
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Lebesgue integral
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