King functions for shifted Gaussians are shown to satisfy a differential equation unitarily equivalent to the radial Schrödinger operator and to form a dense system in radial velocity space.
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King Function for Shifted Gaussian: Laguerre Structure, Spectral Theory and Density
King functions for shifted Gaussians are shown to satisfy a differential equation unitarily equivalent to the radial Schrödinger operator and to form a dense system in radial velocity space.