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We investigate bounds for point energies, separation radius, and mesh norm of certain arrangements of N points on sets A from a class Ad of d-dimensional compact sets embedded in Rd′, 1⩽d⩽d′. We assume that these points interact through a Riesz potential V=|·|-s, where s>0 and |·| is the Euclidean distance in Rd′. With δs*(A,N) and ρs*(A,N) denoting, respectively, the separation radius and mesh...
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