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A sequence of discrete minimal energy configurations that does not converge in the weak-star topology
Authors
Matthew T. Calef
Publication date
20 September 2011
Publisher
View
on
arXiv
Abstract
We demonstrate a set A and a value of s for which the sequence of N-point discrete minimal Riesz s-energy configurations on A does not have an asymptotic distribution in the weak-star sense as N tends to infinity
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Last time updated on 30/10/2017