

Ergodic theory of the geodesic flow of hyperbolic surfaces - Lecture 1
By Barbara Schapira


Ergodic theory of the geodesic flow of hyperbolic surfaces - Lecture 2
By Barbara Schapira
By Markus Haase
Appears in collections : Frontiers of operator dynamics / Frontières de la dynamique linéaire, Exposés de recherche
I will describe the main features and methods of a strictly operator-theoretic/functional-analytic perspective on structural ergodic theory in the spirit and in continuation of a recent book project (with T.Eisner, B.Farkas and R.Nagel). The approach is illustrated by a review of some classical results by Abramov on systems with quasi-discrete spectrum and by Veech on compact group extensions (joint work with N.Moriakov).