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| 30 V | Claudio Bonanno (Università di Pisa) Statistical properties of infinite measure preserving dynamical systems
Pokaż abstrakt It is well-known that classical statistical properties of
probability preserving dynamical systems do not hold or lose their
significance for systems preserving an infinite measure. In this talk
I will give an overview of some recent approaches which try to solve
these problems. In particular, I will discuss the pointwise asymptotic
behavior of Birkhoff sums and the thermodynamic formalism for maps of
the interval with indifferent fixed points. I will also present some
applications to continued fraction type maps.
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Seminarium odbywa się w piątki, w godzinach 10.15-11.45 w sali 1016 budynku Wydziału Matematyki i Informatyki UJ (ul. Łojasiewicza 6, Kraków).
