This research school is about geometric methods in dynamics.
Modern dynamical systems and geometry benefit from the close interactions between
in particular geometry helps to understand global aspects of dynamical systems.
Our main goal is to bring out some of these connections in elementary and beautiful examples
such as: the precise count of geodesics on surfaces of negative curvature,
the count of periodic orbits of Hamiltonian systems on tori,
and the existence of periodic orbits of a prescribed energy of classical mechanical systems.
For any questions about the conference please contact us at email@example.com