Genericity of weak-mixing measures on geometrically finite manifolds

12 Oct 2016 Kamel Belarif

Let $M$ be a manifold with pinched negative sectional curvature. We show that when $M$ is geometrically finite and the geodesic flow on $T^1 M$ is topologically mixing then the set of mixing invariant measures is dense in the set $\mathscr{M}^1(T^1M)$ of invariant probability measures... (read more)

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