4 citations · 7 across the 5 of their papers we have counts for
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math.DS2018
Locally discrete groups of analytic diffeomorphisms of the circle
Bertrand Deroin
We show that a finitely generated group of analytic diffeomorphisms that is expanding and locally discrete in the analytic category is analytically conjugate to a uniform lattice o…
math.DS2017
Lyapunov exponents of the Brownian motion on a Kähler manifold
Jeremy Daniel, Bertrand Deroin
If E is a flat bundle of rank r over a Kähler manifold X, we define the Lyapunov spectrum of E: a set of r numbers controlling the growth of flat sections of E, along Brownian traj…
math.DS2008
On the question of ergodicity for minimal group actions on the circle
Bertrand Deroin, Victor Kleptsyn, Andrés Navas
This work is devoted to the study of minimal, smooth actions of finitely generated groups on the circle. We provide a sufficient condition for such an action to be ergodic (with re…