An application of the wiener functions to the dieichlet problem of the laplace equation: Integral Transforms and Special Functions: Vol 7, No 1-2

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Abstract

The Fourier expansion of a distribution from with respect to the wiener functios is appiled to determining a hamonic funtion in the upper half plane which takes the given distribution as a boundary value on the real line.

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Anna Cichocka

Wlasyslaw Kierat

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An application of the wiener functions to the dieichlet problem of the laplace equation

Notes on contributors

Anna Cichocka

Wlasyslaw Kierat

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An application of the wiener functions to the dieichlet problem of the laplace equation

Abstract

Additional information

Notes on contributors

Anna Cichocka

Wlasyslaw Kierat

Reprints and Corporate Permissions

Academic Permissions

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