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Some integral identities for spherical harmonics in an arbitrary dimension
Journal article   Peer reviewed

Some integral identities for spherical harmonics in an arbitrary dimension

Weimin Han, Kendall Atkinson and Hao Zheng
Journal of Mathematical Chemistry, Vol.50(5), pp.1126-1135
05/2012
DOI: 10.1007/s10910-011-9956-7

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Abstract

Spherical harmonics in an arbitrary dimension are employed widely in quantum theory. Spherical harmonics are also called hyperspherical harmonics when the dimension is larger than 3. In this paper, we derive some integral identities involving spherical harmonics in an arbitrary dimension.
Physical Chemistry Theoretical and Computational Chemistry Chemistry Spherical harmonics Integral identity Funk-Hecke formula Math. Applications in Chemistry

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