Renewal and ratio mixing properties of "nice" infinite ergodic transformations
Jon Aaronson (Tel Aviv University)
Abstract: I'll discuss "ratio mixing" properties of transformations preserving infinite measures ( e.g. as in Hopf's 1936 book) and also their "renewal properties" (occupation processes to sets of finite measure). Examples of "nice" transformations considered include certain null-recurrent Markov chains, - "intermittent" interval maps, - inner functions, hyperbolic geodesic flows on cyclic covers.
Includes joint work with Hitoshi Nakada, Dalia Terhesiu & Toru Sera.
dynamical systems
Audience: researchers in the topic
Bremen Online Dynamics Seminar
Series comments: Talks are approx. 55 min plus discussion. Talks are not recorded.
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| Organizer: | Researchers from University of Bremen and Jacobs University Bremen |
| Curator: | Anke Pohl* |
| *contact for this listing |