Function theory and dynamics of point processes

1-3 June 2017

Euler International Mathematical Institute, St. Petersburg, Russia

Point processes arising as scaling limits in random matrix theory exhibit surprising dynamical properties at the interface of order and chaos: for example, while the classical sine-process enjoys the Kolmogorov property, it also satisfies the ``rigidity'' theorem of Ghosh and Peres. The conference would explore exciting recent developments in the understanding of dynamical properties of point processes.

Organizing Committee:

Alexander Borichev,
Alexander Bufetov,
Ildar Ibragimov,
Pavel Nikitin,
Fedor Petrov

The participation of the young mathematicians (graduate students and post-docs) is planned; a poster session would be organized to allow them to present their work."