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According to Ferrers<ref> N. M. Ferrers, ''An Elementary Treatise on Spherical Harmonics'', MacMillan, 1877 (London), p. 77. [http://www.archive.org/stream/element

...pace with an odd number of dimensions (2ℓ+1) can be constructed from the [[spherical harmonics]] ''Y''_ℓ^m, and their transformations under infinite ...ogle.com/books?id=25eTtXqLW8UC&pg=PA83 |pages=pp. 83''ff'' |chapter=§3.3.2 Spherical harmonics |isbn=0387986472 |year=1999 |publisher=Springer}}

{{rpr|Spherical harmonics}}

...the nineteenth century, long before quantum mechanics was born. They are [[Spherical harmonics#Eigenfunctions of orbital angular momentum|spherical harmonic functions]].

...rature, e.g. the smoothing of geometric shapes in computer graphics, and [[spherical harmonics]] have found applications in many spherical (or topologically similar) obje

{{rpr|Spherical harmonics}} 1210

...wer r^L+1 in the denominator) and indeed Kugelflächefunktion for spherical harmonics.--[[User:Paul Wormer|Paul Wormer]] 18:01, 5 February 2009 (UTC)

...plained on the talk page. Thanks! Btw, just saw that you already started [[spherical harmonics]] - I will probably join in there soon. -- [[User:Daniel Mietchen|Daniel Mi == Spherical harmonics ==

...r|known]] that the rotational wave functions of a linear rigid rotor are [[spherical harmonics]] <math>{\scriptstyle Y_\ell^m(\hat{\mathbf{r}})}</math>, where <math>{\scr

...[[Spencer Wells]], [[Spent nuclear fuel]], [[Sperm production (human)]], [[Spherical harmonics]], [[Spider-Man]], [[Spiritism]], [[Spoken language]], [[Spontaneous genera

...gelfl%C3%A4chenfunktionen&diff=prev&oldid=53216478 Kugelflächenfunktionen (spherical harmonics)], [http://www.bildblog.de/5704/wie-ich-freiherr-von-guttenberg-zu-wilhelm- {{rpl|Spherical harmonics}}

:See [[spherical harmonics]] for my version of the orbital pictures. --[[User:Paul Wormer|Paul Wormer]

...ssen:2006p56254} or overall shape \citep[e.g.&nbsp;via spherical wavelets, spherical harmonics or Laplace-Beltrami spectra, cf.][]{Niethammer:2007p26784}. In the followin

...VanEssen:2006p56254} or overall shape \citep[e.g.\ via spherical wavelets, spherical harmonics or Laplace-Beltrami spectra, cf.][]{Niethammer:2007p26784}. In the followin

...cular forces]]. I did not yet finish this article. However, I did finish [[spherical harmonics]] which you left alone. Since I'm new at CZ I don't know the rules yet. Wha