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Planar Symmetric Concave Central Configurations in Four-body Problem

Published 10 Jul 2012 in math-ph and math.MP | (1207.2372v1)

Abstract: In this paper, we consider the problem: given a symmetric concave configuration of four bodies, under what conditions is it possible to choose positive masses which make it central. We show that there are some regions in which no central configuration is possible for positive masses. Conversely, for any configuration in the complement of the union of these regions, it is always possible to choose positive masses to make the configuration central.

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