Integrable systems and statistical physics

We study mathematical questions arising in integrable systems and statistical physics. The questions that interest us come from several sources, such as

• Models for phase transition, e.g. the Ising- and Heisenberg models,
• Field theory, e.g. lattice gauge theories,
• Many-particle systems, e.g. the Boltzmann equation and Calogero-Moser systems,
• Integrable wave equations.

The study of these questions often involves a combination of algebra, analysis and probability theory.