Sub-exponentially localized kernels and frames induced by orthogonal expansions
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keywords
expansionsorthogonalframeskernelslocalizedpolynomialsballclassical
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The aim of this paper is to construct sup-exponentially localized kernels and frames in the context of classical orthogonal expansions, namely, expansions in Jacobi polynomials, spherical harmonics, orthogonal polynomials on the ball and simplex, and Hermite and Laguerre functions.
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