Discrete Minimal Energy Problems
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- Matthew Calef
Discrete Minimal Energy Problems
Configurations of points on the two-sphere that minimize the pairwise electrostatic energy have been the focus of considerable investigation. Computational efforts to find such energy-minimizing configurations are hampered by the presence of many locally minimal but not glob-ally minimal, i.e. stable, configurations. This work aims to answer the question: how many stable configurations are there?