In this paper we prove, for all p 2, the existence of central configurations of
the pn-body problem where the masses are located at the vertices of p nested regular polyhedra
having the same number of vertices n and a common center. In such configurations all
the masses on the same polyhedron are equal, but masses on different ...»»»»
In this paper we prove, for all p 2, the existence of central configurations of
the pn-body problem where the masses are located at the vertices of p nested regular polyhedra
having the same number of vertices n and a common center. In such configurations all
the masses on the same polyhedron are equal, but masses on different polyhedra could be
different.^^^^
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(c) Springer (The original publication is available at www.springerlink.com)
Citación Bibliográfica:
Corbera Subirana, M., Llibre Saló J. (2010). On the existence of central configurations of p nested regular polyhedra. Celestial Mech. Dynam. Astronom, 106(2), 197-207
doi: 10.1007/s10569-009-9254-x.