Discrepancy, separation and Riesz energy of finite point sets on the unit sphere
Date
2011
Authors
Leopardi, Paul
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Publisher
Springer
Abstract
For d ≥ 2 we consider asymptotically equidistributed sequences of Sd codes, with an upper bound δ on spherical cap discrepancy, and a lower bound Δ on separation. For such sequences, if 0 < s < d, then the difference between the normalized Riesz
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Keywords: Riesz energy; Separation; Sphere; Spherical cap discrepancy
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Source
Advances in Computational Mathematics
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Journal article
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2037-12-31
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