Finite Dimensional Integrable Systems in Geometry and Mathematical Physics

Many natural and prominent problems in the theory of integrable systems were solved by mathematicians from ouside the field, i.e. those who do not consider integrable ystems as their main area of research.  Typically, these people work in Riemannian geometry, algebraic geometry, symplectic geometry, the theory of PDEs, or mathematical physics.  The goal of this conference is to bring such people together to exchange ideas and share methods of study of different problems in integrable systems, applying these new ideas and methods in their specific research projects.