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GENERALIZED FOURIER EXPANSIONS OF DIFFERENTIABLE FUNCTIONS ON THE SPHERE
Published online by Cambridge University Press: 27 July 2005
Abstract
We show that the Fourier expansion in spherical $h$-harmonics (from Dunkl's theory) of a function $f$ on the sphere converges uniformly to $f$ if this function is sufficiently differentiable.
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- Research Article
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- 2005 Glasgow Mathematical Journal Trust
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