University of Oxford
Organizers: Alexei Borodin (MIT) and Ivan Corwin (Columbia)
Due to Coronavirus (COVID-19), the in-person Integrable Probability Summer School scheduled for July 27-August 7, 2020, in Oxford has been cancelled.
In its place, a one-week online Summer School will be held July 27-31, 2020.
The domain of integrable probability seeks to understand universal phenomena through exactly solvable probabilistic systems of algebraic and representation theoretic origin. This school will feature mini-courses and research talks on methods to find and analyze such solvable systems, as well as on more probabilistic approaches to expand the universality classes around them. The target audience is graduate students or early career researchers who work in this area or nearby fields.
As part of this online summer school, there will be five mini courses, each comprised of three lectures of an hour and fifteen minutes.
Mini Course Lecturers
Hugo Duminil-Copin (IHÉS)
Rick Kenyon (Yale University)
Greta Panova (University of Southern California)
Fabio Toninelli (Technical University of Vienna)
Michael Wheeler (University of Melbourne)
In addition to the mini courses, weekly Friday seminars wil be held throughout July and August.
Amol Aggarwal (CMI)
Jinho Baik (University of Michigan)
Evgeni Dimitrov (Columbia University)
Yan Fyodorov (King's College London)
Vadim Gorin (MIT and University of Wisconsin, Madison)
Alan Hammond (University of California, Berkeley)
Alisa Knizel (Columbia University)
Leonid Petrov (University of Virginia)
Jeremy Quastel (University of Toronto)
Tomohiro Sasamoto (Tokyo Institute of Technology)
Li-Cheng Tsai (Rutgers University)
Jon Warren (University of Warwick)
Nicos Zygouras (University of Warwick)
This postgraduate mathematics summer school is jointly funded by the Clay Mathematics Institute and the Heilbronn Institute for Mathematical Research, with support from the Mathematical Institute, University of Oxford.
With questions regarding the scientific program, please contact Ivan Corwin or Alexei Borodin. With all other questions, please contact email@example.com.