# New Perspectives on the $N$-body Problem

## Videos from BIRS Workshop

, Universitat Politècnica de Catalunya
- 09:47
Orbits with increasing angular momentum in the elliptic restricted three body problem: combining two scattering maps
, Universitat Politècnica de Catalunya
- 10:41
Oscillatory motions for the restricted planar circular three body problem
, Università Federico II
- 11:52
On certain instabilities occurring in the planetary three–body problem, with closely spaced planets
, ETSEIB-UPC (Barcelona)
- 16:24
Numerical study of a normally hyperbolic cylinder in the RTBP
, Universidad Publica de Navarra, Pamplona, Spain
- 17:11
Singular Reduction in the Three- and in the N-Body Problem: Invariant Tori Reconstructed from the Relative Equilibria
, University of Pisa (Italy)
- 09:10
The evolution of the orbit distance in the double averaged restricted 3-body problem
, University of Milano Bicocca
- 09:58
Symbolic dynamics: from the N-centre to the (N + 1)-body problem
, University of Maryland
- 11:23
Noncollision singularities in a simplified four-body problem
, Erlangen-Nuremberg University
- 19:47
Motion in Random Potentials
, University of California, Santa Cruz
- 20:38
Paradoxes and Opportunities from Global Regularization
, Università di Roma Tre
- 09:17
Symplectic and variational methods for the study of invariant Lagrangian graphs
, Universidad de la República (Uruguay)
- 10:17
Abundance of complete parabolic motions via weak KAM theory
, Univ. Avignon (F)
- 11:24
A family of quasiperiodic collisions solutions in the spatial isosceles three-body problem
, Universite Paris-Dauphine
- 19:59
Punctured invariant tori in the spatial three-body problem
, University of Toronto
- 20:53
On the N-Vortex Problem
, National Tsing Hua University
- 09:13
Keplerian action functional, convex optimization, and n-body problems with only boundary and topological constraints
, University of Torino
- 10:05
Parabolic trajectories as minimal phase transitions
, University of Milano-Bicocca
- 11:18
Dynamics of some symmetric n-body problems
, Sichuan University
- 14:53
Non-planar Periodic Solutions for Spatial Restricted N+1-body Problems
, Queen's University
- 16:19
Dynamics, symmetry and hyperbolicity
, Northwestern University
- 17:12
- 09:19
Stable periodic solutions in the forced pendulum equation