Expansion of an arbitrary function in products of spherical functions

Autor:	I. B. Suslova, I. P. Skal’skaya, N. I. Zlatina
Rok vydání:	1997
Předmět:	Associated Legendre polynomials Physics and Astronomy (miscellaneous) Legendre wavelet Mathematical analysis Zonal spherical harmonics Spherical harmonics Legendre polynomials Legendre function Spherical multipole moments Mathematics Spherical mean
Zdroj:	Technical Physics. 42:697-699
ISSN:	1090-6525 1063-7842
DOI:	10.1134/1.1258828
Popis:	A formula for expanding an arbitrary function defined in the interval (0,1) into a series in products of spherical Legendre functions of the first and second kinds is presented. Examples of expansions of this type are given.
Databáze:	OpenAIRE
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