Multidimensional Continued Fractions and Euclidean Dynamics

This workshop is devoted to ergodic properties of Markovian multidimensional continued fraction algorithms by bringing together leading specialists working in various  related areas of dynamical systems   such as  Teichmüller dynamics, hyperbolic dynamics, homogeneous dynamics,  lattice reduction  algorithms, symbolic dynamics, Diophantine approximation, etc. The main targeted questions concerning continued fractions are invariant measures, convergence properties and Lyapunov exponents, and impact of the dimension.