Geometric and Variational Methods in Celestial Mechanics

Videos from CMO Workshop

, Universitat Politècnica de Catalunya
- 09:34
Chaos in the three body problem.
, University of Turin
- 10:17
An example of billiard in Celestial Mechanics
, Université Paris-Dauphine
- 10:59
Asymptotic quasiperiodic solutions for time dependent Hamiltonians.
, Universidad de la República (Uruguay)
- 12:18
TBABuseman functions and hyperbolic motions in the newtonian N-body problem. Part 1
, University of Augsburg
- 12:43
$z \mapsto z^2$
, University of Toronto
- 13:37
Gevrey growth for the formally linearizable billiard, after Treschev.
, Chern Institute of Mathematics, Nankai University
- 09:39
Global Surfaces of Section and Periodic Orbits in The Spatial Isosceles Three Body Problem.
, Universitat Politècnica de Catalunya
- 10:14
Chaotic co-orbital motions to L3 in the Restricted Planar Circular 3-Body Problem.
, Georgia Institute of Technology
- 11:05
Quasiperiodic solutions in some dissipative systems: Theory and computation.
, University of Torino
- 12:06
Regularized variational principles for the perturbed Kepler problem.
, Avignon Université
- 12:51
Buseman functions and hyperbolic motions in the newtonian N-body problem. Part 2
, University of Victoria
- 13:37
Dynamical classification of the two-body and Hill’s lunar problems with quasi-homogeneous potentials.
, Università degli studi di Torino
- 09:39
Periodic solutions to relativistic Kepler problems.
, Universitá di Torino
- 10:14
Symbolic dynamics for the anisotropic N-centre problem.
- 11:06
Recent results on the three—body problem.
, NASA's Goddard Space Flight Center
- 12:12
On the geometry of Station-Keeping around Libration Point Orbits.
, Universitat Politecnica de Catalunya
- 12:39
Arnold Diffusion in the Restricted Planar Three Body Problem.
, Georgia Tech/UB
- 13:32
Computation of invariant manifolds of high dimensional tori in Celestial Mechanics.
, University of Maryland
- 10:17
On non co-preservation of 2- and 3-rational caustics for nearly circular billiards.
, IIMAS-UNAM
- 11:05
Braids of the N-body problem by cabling multiple central configurations.