FURYE QATORLARINING ELLIPTIK QISMIY YIG‘INDILAR KETMA-KETLIGI UCHUN UMUMLASHGAN LOKALIZATSIYA MASALASI
In this paper, we study the problem of almost everywhere convergence of a sequence of elliptic partial
sums of Fourier series in a given domain, based on the condition that the support of the function
being expanded lies outside this domain. This problem is usually called the problem of generalized
localization
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2. R. R. Ashurov. Generalized Localization and Summability Almost Everywhere of Multiple Fourier Series
and Integrals, J Math Sci, 278:3 (2024), 408-425.
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