We numerically explore the Newton-Raphson basins of convergence, related to the libration
points (which act as attractors), in the planar circular restricted five-body problem (CR5BP) …

New central configurations for the planar 5-body problem Page 1 Celestial Mech Dyn Astr (2008)
100:141–149 DOI 10.1007/s10569-007-9107-4 ORIGINAL ARTICLE New central …

In the present work, the Newton–Raphson basins of convergence, corresponding to the
coplanar libration points (which act as numerical attractors), are unveiled in the axisymmetric …

In this paper we present a complete classification of the isolated central configurations of the
five-body problem with equal masses. This is accomplished by using the polyhedral …

We study planar central configurations of the five-body problem where three of the bodies
are collinear, forming an Euler central configuration of the three-body problem, and the two …

Central configurations have been of great interest over many years, with the earliest
examples due to Euler and Lagrange. There are numerous results in the literature …

Abstract For the 1+ 5-body problem, we study the relationship between the masses of 5
satellites and given symmetric configurations, where the symmetry axis contains one …

In this paper we show the existence of three new families of stacked spatial central
configurations for the six-body problem with the following properties: four bodies are at the …

We show the existence of central configurations in the planar five-body problem where four
bodies are located at the vertices of a rhombus, called rhombus plus one central …

We explore the central configuration of the rhomboidal restricted six‐body problem in
Newtonian gravity, which has four primaries mi (where i= 1,… 4) at the vertices of the …