Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions

Original language	Russian
Pages (from-to)	77-88
Journal	Theory of Mappings and Approximation of Functions
State	Published - 1983

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Liflyand, E. (1983). Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions. Theory of Mappings and Approximation of Functions, 77-88.

Liflyand, E. / Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions. In: Theory of Mappings and Approximation of Functions. 1983 ; pp. 77-88.

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title = "Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions",

author = "E. Liflyand",

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Liflyand, E 1983, 'Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions', Theory of Mappings and Approximation of Functions, pp. 77-88.

Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions. / Liflyand, E.
In: Theory of Mappings and Approximation of Functions, 1983, p. 77-88.

Research output: Contribution to journal › Article › peer-review

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Liflyand E. Absolute convergence and summability over shperes of multiple Fourier integrals of weakly discontinuous functions. Theory of Mappings and Approximation of Functions. 1983;77-88.