Following recent developments and in accordance with the restrictions imposed by our authorities and the EPFL, this event is cancelled.

A powerful theme in the structure theory of locally compact groups is that ‘local’ properties of the group can have ‘global’ implications for the structure of the group. ...

Following recent developments and in accordance with the restrictions imposed by our authorities and the EPFL, this event is cancelled.

Following recent developments and in accordance with the restrictions imposed by our authorities and the EPFL, this event is cancelled.

T.d.l.c. groups can generally be realised as groups of isometries of locally finite connected graphs, and this viewpoint brings geometry to the investigation of t.d.l.c. groups. Not only ...

Following recent developments and in accordance with the restrictions imposed by our authorities and the EPFL, this event is cancelled.

Transfer operators have been used to study rare and extreme events in dynamical systems and the linear - or nonlinear - response of systems to perturbations, including applications to climate dynamics.

This conference brings together experts from both theoretical and applied aspects of these studies, also in ...

This school will provide courses from experts on several aspects of the spectrum of transfer operators. Special attention will be provided to the theory of anisotropic spaces, and to applications in geometrical or physical settings.

• Mark Demers, Fairfield University.
• Semyon Dyatlov, University of California, Berkeley.
• Sébastien ...

TBA

This conference brings together experts who study Ruelle-Pollicott resonances by using semiclassical and dynamical approaches.

Topics range from the Fried conjectures and other geometrical conjectures to various approaches to construct anisotropic spaces and strategies to obtain spectral gaps and essential spectral gaps, including the fractal uncertainty principle, and addressing non ...

There has recently been an explosion of results about transfer operators acting on anisotropic Banach spaces, starting with correlation decay and the analyticity properties of the Ruelle dynamical zeta function of uniformly hyperbolic maps and flows. These techniques have been extended to hyperbolic systems withsingularities, but the results there ...