On generalizations of exact Peano derivatives and integrals via the coefficient problems of convergent trigonometric series (Q1076267)
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scientific article; zbMATH DE number 3953494
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On generalizations of exact Peano derivatives and integrals via the coefficient problems of convergent trigonometric series |
scientific article; zbMATH DE number 3953494 |
Statements
On generalizations of exact Peano derivatives and integrals via the coefficient problems of convergent trigonometric series (English)
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1984
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This is a survey (without proofs) of results on the following question: if a trigonometric series converges pointwise, or is (C,k)-summable, or converges in the distributional sense, to a function f, how can the coefficients be expressed with the help of f?
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coefficient problem
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Cesàro summability
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distributional
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convergence
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trigonometric series
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0.8992715
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0.88710225
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0.8817479
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0.8817019
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0.8807177
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