Microlocal analysis and probabilistic methods have encountered a large success in the past decade, both in hyperbolic dynamics and in geometry. These developments led to a number of spectacular results and, on one hand, this summer school aims to celebrate the success of such methods by bringing together the leading specialists as well as the young researchers starting their career in these fields. On the other hand, its goal is to serve as a fertile environment and to provide young participants with the state-of-the-art analytic and probabilistic techniques used in geometry and dynamics.
This summer school will consist of four mini-courses (of four hours each). Topics will include:
Geometric Inverse Problems (mini-course by Colin Guillarmou, Université Paris-Saclay)
Pollicott-Ruelle resonances in hyperbolic dynamics (mini-course by Malo Jézéquel, MIT)
Probabilistic methods in hyperbolic geometry (mini-course by Bram Petri, Sorbonne Université)
Introduction to microlocal analysis (mini-course by Jared Wunsch, Northwestern University).
We refer to the `Abstract' tab for further details on the content of the mini-courses. They will be complemented byresearch talks of one hour each by:
Viviane Baladi (Sorbonne Université)
Yannick Bonthonneau (Université Paris 13)
Maxime Fortier Bourque (Université de Montréal)
Élise Goujard (Université de Bordeaux)
Maxime Ingremeau (Université Côte d'Azur)
Gabriel Rivière (Université de Nantes)
Gunther Uhlmann (University of Washington)
Anton Zorich (Université Paris 7)
Parallel to the mini-courses and the research talks, a poster session will be organized. Participants will receive an email in due time to submit their poster.