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Title of Journal: Ukr Math J

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Abbravation: Ukrainian Mathematical Journal

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Springer US

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10.1002/9780470512517.refs

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1573-9376

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On the Estimation of Strong Means of Fourier Serie

Authors: N L Pachulia
Publish Date: 2015/12/01
Volume: 67, Issue: 6, Pages: 916-927
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Abstract

We study problem of λ φ strong summation of number series by the regular method λ with power summation of the function φ The accumulated results are extended to the case of Fourier expansions in trigonometric functions f ϵ L p p 1 where C is the set of 2πperiodic continuous functions Some results are also obtained for the estimation of strong means of the method λ in L p p 1 at the Lebesgue point x of the function f under certain additional conditions in the case where the function φ tends to infinity as u→ ∞ faster than the exponential function exp βu − 1 β 0


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