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Multiple fourier integral and multiple fourier series under square summationI. L. Bloshanskii · Siberian Mathematical Journal · 1990
On the convergence of double Fourier series of functions from Lp, p > 1I. L. Bloshanskii · Mathematical Notes · 1977
Uniform convergence of expansions into a multiple trigonometric Fourier series or a Fourier integralI. L. Bloshanskii · Mathematical Notes · 1975
A weak generalized localization of multiple Fourier series of continuous functions with a certain module of continuityI. L. Bloshanskii; T. A. Matseevich · 2008
Weak generalized localization for multiple Fourier series whose rectangular partial sums are considered with respect to some subsequenceI. L. Bloshanskii; O. V. Lifantseva · 2008
Maximal sets of convergence and unbounded divergence of multiple fourier series withJκ-lacunary sequence of partial sumsI. L. Bloshanskii; O. V. Lifantseva · 2009
A weak generalized localization criterion for multiple fourier series whose rectangular partial sums are considered over a subsequenceI. L. Bloshanskii; O. V. Lifantseva · 2008
Equiconvergence of expansions in multiple trigonometric Fourier series and integrals in the case of a lacunary sequence of partial sumsI. L. Bloshanskii, D. A. Grafov · 2013