Alexey Korepanov (Loughborough University)

will speak on

Invariant measures and statistical limit laws in chaotic billiards

Time: 3:00PM
Date: Tue 13th February 2024
Location: E0.32 (beside Pi restaurant) [map]

Further information

Abstract: Chaotic billiards, originating with Lorentz in 1905, became very popular models in chaos theory, shedding light on various real-life phenomena. Despite conceptual simplicity, they are infamously difficult mathematically, which is attributed in part to the interplay of discontinuities and unbounded derivatives.

I plan to talk about different invariant probability measures governing chaotic billiards and the related probabilistic laws. This is a rich area, drawing from classical works by Y. Sinai, L. Bunimovich, N. Chernov, with most recent advancements by V. Baladi, J. Carrand, M. Demers, and myself, among many others.

https://ucd-ie.zoom.us/j/62992965842

(This talk is part of the Analysis series.)

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