Finite-dimensional integrable systems: a collection of research problems
journal contributionposted on 11.11.2016, 16:43 by Alexey Bolsinov, Anton Izosimov, Dragomir Tsonev
This article suggests a series of problems related to various algebraic and geometric aspects of integrability. They reflect some recent developments in the theory of finite-dimensional integrable systems such as bi-Poisson linear algebra, Jordan-Kronecker invariants of finite dimensional Lie algebras, the interplay between singularities of Lagrangian fibrations and compatible Poisson brackets, and new techniques in projective geometry.
- Mathematical Sciences