Lyapunov Exponents and Related Topics in Dynamics and Geometry
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Lyapunov Exponents and Related Topics
in Dynamics and Geometry


French-Russian International Conference


January 24-28, 2005,
Laboratoire Jean-Victor Poncelet
(UMI LIFR MI2P) - The French-Russian Mathematics Laboratory in Moscow

Introduction

Studying Lyapunov exponents is important in different domains of mathematics, first of all, in ergodic theory and dynamical systems.

The talks of the Conference are expected to present some recent results on various related topics in dynamics and geometry, such as, for example:
- generic properties of smooth dynamical systems,
- Teichmuller flow on moduli spaces of Riemann surfaces,
- foliations,
- actions of groups by diffeomorphisms, etc.