AMS(MOS). Mathematics Subject Classification. 58F05, 58F27, 58F30.We present some results of KAM type, comparable to the KAM theory for volume-preserving maps and flows, for generalized Hamiltonian systems which may admit a distinct number of action and angle variables. In particular, systems under consideration can be odd dimensional. Applications to the perturbation of three dimensional steady Euler fluid particle path flows are considered with respect to the existence problem of barriers to fluid transport and mixing
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
AbstractIn this paper we study the persistence of lower dimensional hyperbolic invariant tori for ge...
AMS (MOS). Mathematics Subject Classification. 58F05, 58F27, 58F30.Generalizing the degenerate KAM t...
1991 Mathematics Subject Classification. Primary 37J40.We present some Nekhoroshev stability results...
AbstractIn this paper we study the persistence of lower dimensional hyperbolic invariant tori for ge...
AbstractThe two main stability results for nearly-integrable Hamiltonian systems are revisited: Nekh...
AbstractThis paper deals with the near-invariant tori for Poisson systems. It is shown that the orbi...
2000 Mathematics Subject Classification. 37J40.The work is a generalization to [40] in which we stud...
We present an abstract KAM theorem, adapted to space-multidimensional hamiltonian PDEs with smoothin...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We obtain a global version of the Hamiltonian KAM theorem for invariant Lagrangian tori by gluing to...
We obtain a global version of the Hamiltonian KAM theorem for invariant Lagrangian tori by gluing to...
We obtain a global version of the Hamiltonian KAM theorem for invariant Lagrangian tori by gluing to...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
AbstractIn this paper we study the persistence of lower dimensional hyperbolic invariant tori for ge...
AMS (MOS). Mathematics Subject Classification. 58F05, 58F27, 58F30.Generalizing the degenerate KAM t...
1991 Mathematics Subject Classification. Primary 37J40.We present some Nekhoroshev stability results...
AbstractIn this paper we study the persistence of lower dimensional hyperbolic invariant tori for ge...
AbstractThe two main stability results for nearly-integrable Hamiltonian systems are revisited: Nekh...
AbstractThis paper deals with the near-invariant tori for Poisson systems. It is shown that the orbi...
2000 Mathematics Subject Classification. 37J40.The work is a generalization to [40] in which we stud...
We present an abstract KAM theorem, adapted to space-multidimensional hamiltonian PDEs with smoothin...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We obtain a global version of the Hamiltonian KAM theorem for invariant Lagrangian tori by gluing to...
We obtain a global version of the Hamiltonian KAM theorem for invariant Lagrangian tori by gluing to...
We obtain a global version of the Hamiltonian KAM theorem for invariant Lagrangian tori by gluing to...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...
We consider perturbations of integrable Hamiltonian systems in the neighbourhood of normally umbilic...