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Title:
Ergodic and statistical properties of smooth systems
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Abstract:
We will discuss some classical ergodic (Bernoulli, K-property, positive entropy, . . .) and statistical (limit theorems, quantitative mixing, . . .) properties of smooth dynamical systems. We will focus on their flexibility (i.e., non-trivial examples of systems which satisfy some but not all of them) and rigidity (i.e., some properties imply other).
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