The global solution of the N-body problem

@article{QiuDong1990TheGS,
  title={The global solution of the N-body problem},
  author={Wang Qiu-Dong},
  journal={Celestial Mechanics and Dynamical Astronomy},
  year={1990},
  volume={50},
  pages={73-88}
}
  • Wang Qiu-Dong
  • Published 1990
  • Mathematics
  • Celestial Mechanics and Dynamical Astronomy
The problem of finding a global solution for systems in celestial mechanics was proposed by Weierstrass during the last century. More precisely, the goal is to find a solution of the n-body problem in series expansion which is valid for all time. Sundman solved this problem for the case of n = 3 with non-zero angular momentum a long time ago. Unfortunately, it is impossible to directly generalize this beautiful theory to the case of n > 3 or to n = 3 with zero-angular momentum.A new ‘blowing up… Expand
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