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Convergence of double singular integrals in weighted Lp spaces
Journal: NEW TRENDS IN MATHEMATICAL SCIENCES (Vol.4, No. 3)Publication Date: 2016-06-01
Authors : Gumrah Uysal; Ertan Ibikli;
Page : 151-161
Keywords : p-generalized Lebesgue point radial kernel weighted approximation.;
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- Convergence of double singular integrals in weighted Lp spaces
- Convergence of double singular integrals in weighted Lp spaces
- Weighted Cebysev Type Inequalities for Double Integrals and Application
- ON DOUBLE WEIGHTED MEAN STATISTICAL CONVERGENCE
- A study on convergence of non-convolution type double singular integral operators
Abstract
The paper is devoted to the study of pointwise convergence and order of pointwise convergence of by double singular integral operators with radial kernels at p-generalized Lebesgue point. Here, is a weight function and is the collection of all measurable functions for which , where is integrable on D where is bounded, open, semi open or closed region or .
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Last modified: 2017-01-26 01:24:50