Daghestan Electronic Mathematical Reports: Issue 11 (2019)
Analogs of the Liouville property for Bessel function series
Pages: 1 - 10
We study functions given in the form of a series in Bessel's functions of the first kind. The admissible asymptotic behavior of such functions at infinity is founded. As a consequence we obtain an analog of Liouville's theorem for the Fourier-Bessel and Dini developments.
cylindrical functions, Liouville property, asymptotic behavior.
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