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Title of Journal: Results Math

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Abbravation: Results in Mathematics

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Birkhäuser-Verlag

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10.1016/0003-2670(96)00274-7

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1420-9012

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On the Rate of Almost Everywhere Convergence of Ab

Authors: Alexander M Stokolos Walter Trebels
Publish Date: 2013/04/17
Volume: 34, Issue: 3-4, Pages: 373-380
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Abstract

The main purpose of this article is to establish results concerning the rate of almost everywhere convergence of the AbelCartwright means W tγf of the multidimensional Fourier integral A typical result for these means is the following Let gamma 0 rm and f varepsilon Bs ppRnrm where 0 s gamma1 p infty⋌e Then for almost all x ∈ R n W tgammaf/Emphasis Emphasis Type= Bold x fx= o xgammats/Emphasis Emphasis Type= Bold t rightarrow 0 +⋌e

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  3. Defect and Area in Beltrami–Klein Model of Hyperbolic Geometry
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