Integrable Models in Statistical Mechanics, Limit Shapes and Combinatorics
School: 31 July-4 August 2017
Conference: 7-11 August 2017
Euler International Mathematical Institute, St. Petersburg, Russia
Scientific goals and directions
In the last two decades, a remarkable development took place at the interface of combinatorics, probability theory and statistical mechanics. It resulted in a new development in several well-established topics. In particular, probabilistic aspects of solvable models in statistical mechanics such as the structure of Gibbs measure in the thermodynamical limit and the structure of large deviations are much better understood now.
The following topics, will lie at the core of the Summer School and the Conference:
--The structure Gibbs measures in the thermodynamic limit and the limit shape phenomenon;
Lecturers at the school (5 lectures, 4 hours lectures each):
The organizers will be able to cover travel expenses and to provide accommodation for a limited number of participants, both of the Summer School and the Conference.Scientific Committee: Andrei Okounkov, Nicolai Reshetikhin, Stanislav Smirnov,
Organizing committee: Andrei Pronko, Nicolai Reshetikhin, Peter Zograf.
Local coordinators: Nadia Zaleskaya, Tatiana Vinogradova, Natalia Kirshner