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Sbornik Mathematics, ISSN 1064-5616, 2012, Volume 203, Issue 9, pp. 1295 - 1309
The paper is concerned with the behaviour of the coefficients of multiple Walsh-Paley series that are cube convergent to a finite sum. It is shown that even an... 
Cube convergence | Multiple Walsh-Paley series | Cantor-Lebesgue theorem | MATHEMATICS | multiple Walsh-Paley series | cube convergence | TRIGONOMETRIC SERIES | UNIQUENESS
Journal Article
Georgian Mathematical Journal, ISSN 1072-947X, 03/2000, Volume 7, Issue 1, pp. 53 - 72
The convergence and summability of -dimensional Walsh–Fourier series in the metrics ([0, 1] ), ∈ [1, + ∞], are studied by the negative order Césaro method.... 
Multiple Fourier–Walsh series | Césaro summability | uniform convergence | modulus of variation | Uniform convergence | Modulus of variation | Multiple Fourier-Walsh series
Journal Article
Mathematical Notes, ISSN 0001-4346, 4/1998, Volume 63, Issue 4, pp. 533 - 541
In this paper we establish a general assertion relating the oscillation of the sequence of rectangular partial sums of a multiple Fourier series in a... 
strong mean | Mathematics, general | Mathematics | multiple Fourier series | multiplicative system | series oscillation | Strong mean | Multiplicative system | Series oscillation | Multiple fourier series | MATHEMATICS
Journal Article
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