Dynamics Seminar

Let $X$ be a K3 surface. Consider a finitely supported probability measure $\mu$ on $Aut(X)$ such that $\Gamma_{\mu} = < Aut(X)$ is non-elementary. We do not assume that $\Gamma_{\mu}$ contains any parabolic elements. We study and classify hyperbolic ergodic $\mu$-stationary probability measures on $X$.