RUS  ENG
Полная версия
ВИДЕОТЕКА



Geometry of integrable non-Hamiltonian systems

Nguyen Tien Zung

Institute de Mathématique de Toulouse



Аннотация: I will present a geometric theory of integrable dynamical systems, with results about normal forms and geometric linearization of singularities, local, semi-local and global invariants and classification, obstructions to integrability, and related geometric objects, including generalized toric manifolds, commuting foliations, etc.

Язык доклада: английский


© МИАН, 2024