Spatial twisted central configuration for Newtonian \((2N+1)\)-body problem

Cites Work

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Twisted angles for central configurations formed by two twisted regular polygons
The relationships between regular polygon central configurations and masses for Newtonian \(N\)-body problems
Central configurations formed by two twisted regular polygons
Triple and quadruple nested central configurations for the planar \(n\)-body problem
Rosette central configurations, degenerate central configurations and bifurcations
On a class of central configurations in the planar \(3n\)-body problem
On the existence of central configurations of \(p\) nested \(n\)-gons
Solutions of regular polygon with an inner particle for Newtonian \(N + 1\)-body problem
Central configurations in the planar 6-body problem forming two equilateral triangles
On centered co-circular central configurations of the \(n\)-body problem
Central configurations for \((pN+gN)\)-body problems
Central configurations, periodic orbits, and Hamiltonian systems. Lecture notes given at the research program on central configurations, periodic orbits and beyond in celestial mechanics, Barcelona, Spain, January 27--31, 2014
Central configurations consist of two layer twisted regular polygons
On central configurations of the \(\kappa{n}\)-body problem
A note on the two nested regular polygonal central configurations
Regular Polygon Solutions of the N-Body Problem
On the role and the properties ofn body central configurations
Periodic solutions for planar 2N-body problems
Bifurcation of Spatial Central Configurations from Planar Ones
The analytical foundations of celestial mechanics.

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