A possible model for a singularity without collisions in the five body problem
- Gerver, Joseph L
DOIAbstract
AbstractA heuristic solution is described for the five body problem in the plane in which all five bodies escape to infinity in a finite time
AbstractA heuristic solution is described for the five body problem in the plane in which all five bodies escape to infinity in a finite time
Communication to : 3rd meeting on celestial mechanics, Rome (Italie), June 18-22, 2001SIGLEAvailable...
Abstract. We study singularities of the n-body problem in spaces of con-stant curvature and generali...
We consider the Newtonian 5-body problem in the plane, where four bodies have the same mass m, which...
AbstractA heuristic solution is described for the five body problem in the plane in which all five b...
AbstractXia has recently proved that some solutions of the five body problem in three dimensions hav...
Abstract. In this paper, we show that there is a Cantor set of initial con-ditions in a planar four-...
Abstract. We analyze the singularities of the equations of motion and several types of singular solu...
We focus on a type of circular restricted five-body problem in which four primaries with equal masse...
We analyze the families of central configurations of the spatial 5-body problem with four masses eq...
Analytical methods are used to prove the existence of a periodic, symmetric solution with singularit...
The number of central configurations in the Grebenicov-Elmabsout model of the planar five-body probl...
Abstract. Numerical escape criteria is presented for the Caledonian Symmetric Four-Body problem (CSF...
AbstractThe Newtonian n-body problem is studied. The main result gives the asymptotic properties of ...
An action minimizing path between two given configurations, spatial or planar, of the $n$-body probl...
Abstract. For the planar and spatial N-body problems, it has been proved by Marchal and Chenciner th...
Communication to : 3rd meeting on celestial mechanics, Rome (Italie), June 18-22, 2001SIGLEAvailable...
Abstract. We study singularities of the n-body problem in spaces of con-stant curvature and generali...
We consider the Newtonian 5-body problem in the plane, where four bodies have the same mass m, which...
AbstractA heuristic solution is described for the five body problem in the plane in which all five b...
AbstractXia has recently proved that some solutions of the five body problem in three dimensions hav...
Abstract. In this paper, we show that there is a Cantor set of initial con-ditions in a planar four-...
Abstract. We analyze the singularities of the equations of motion and several types of singular solu...
We focus on a type of circular restricted five-body problem in which four primaries with equal masse...
We analyze the families of central configurations of the spatial 5-body problem with four masses eq...
Analytical methods are used to prove the existence of a periodic, symmetric solution with singularit...
The number of central configurations in the Grebenicov-Elmabsout model of the planar five-body probl...
Abstract. Numerical escape criteria is presented for the Caledonian Symmetric Four-Body problem (CSF...
AbstractThe Newtonian n-body problem is studied. The main result gives the asymptotic properties of ...
An action minimizing path between two given configurations, spatial or planar, of the $n$-body probl...
Abstract. For the planar and spatial N-body problems, it has been proved by Marchal and Chenciner th...
Communication to : 3rd meeting on celestial mechanics, Rome (Italie), June 18-22, 2001SIGLEAvailable...
Abstract. We study singularities of the n-body problem in spaces of con-stant curvature and generali...
We consider the Newtonian 5-body problem in the plane, where four bodies have the same mass m, which...
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