… integrable systems as defining relations of 2-dimensional topological field theory. A complete
classification … at tree level) via certain integrable bihamiltonian hierarchies of hydrodynamic …

… n-component one-dimensional systems in Riemann invariants. … approach we classify
integrable (2+1)-dimensional systems of … 3 we classify integrable systems of conservation laws in …

Classifications des systèmes intégrables en dimension 2 | Theses.fr …

… the foundation of the classification theory and related topics in the topology of integrable
systems. The second part (… geodesic ows of Riemannian metrics on two-dimensional surfaces. …

… system allows us to reduce this non-Abelian structural sheaf to a very nice finite-dimensional
Abelian subsheaf, which we will call the affine monodromy sheaf. Our main characteristic …

… There we obtained a classification of Hamiltonian systems into two-dimensional atoms up
to continuous conjugacy. Clearly in the smooth case new, more precise, invariants should …

… We obtain a one-parameter family of two-dimensional Hamiltonian systems with Hamiltonian
hk , depending smoothly on a parameter λ (λ parameterizes the levels of the integral Hi), …

… We shall consider equations (14) that are integrable for any dimension N. In … Integrable
equations with two vector unknowns In this section we classify integrable vector NLS-type systems…

… Generalizations of these ideas to the three–dimensional integrable systems and … 2 we
formulate our main result (Theorem 1), consisting of a complete classification of integrable systems …

… Les résultats de classification standard (telles les coordonnées actions-angles semi-… de
dimension 2 de type elliptique (p ¢ x2 ξ2) ou hyperboliques (p ¢ xξ) et à des blocs de dimension …