School on Algebraic, Geometric and Probabilistic Aspect of Dynamical Systems and Control Theory

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Date(s) - 04/07/2016 - 15/07/2016
0 h 00 min

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Analyzing the interplay between different sub areas of mathematics is one of the fascinating goals of researchers in this area. The ideas from probability theory and algebra are ubiquitous in ergodic theory of dynamical systems. The deep works of many dynamicists had proved the power of ergodic theory methods to solve celebrated problems in number theory and algebra. The aim of this workshop is to gather some of the experts of these areas and discuss recent developments with mostly young researchers.
The workshop will consist of long courses, invited and contributed talks, as well as an open problem session and a poster session.The idea is to have sufficient time to have discussion sections with students and post-docs and help young researchers to define new projects.

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Course room
Yanqi Qiu
Poster’s session 3
Poster’s session 4
Alexander Bufetov


Andrei Agrachev (ISAS, Trieste)
Alexander Bufetov (I2M, Marseille)
Stefano Luzzatto (ICTP, Trieste)
Yakov Pesin (Penn State, USA)
Ali Tahzibi (USP, Sao Paulo)
Vladlen Timorin (HSE, Moscou)

This project has received funding from the European Research Council (ERC) under the European Union’s Horizon 2020 research and innovation programme under grant agreement No 647133 (ICHAOS).

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