In recent years there has been a growing activity on the
problem of justification of mean field equations for many
body quantum systems, with particular attention to the
semiclassical limit. The methods used are often reminescent
of averaging and normal form methods typically used in the
theory of dynamical systems.
Furthermore, semiclassical methods have shown that there
are deep connections between dynamical properties of a
Hamiltonian system and the spectral properties of the
corresponding quantum operator. The purpuse of this
workshop is to discuss the relationships between normal form
methods, spectral theory and effective equations in order to
try to export the corresponding techniques from one field to
the others.
Speakers
Gianfausto Dell'Antonio (SISSA)
Fabricio Macià (Madrid)
Antonio Ponno (Padova)
Gueorgui Popov (Nantes)
Marcello Porta (Tuebingen)
Michela Procesi (Roma 3)
Didier Robert (Nantes)
Chiara Saffirio (Zurich)
Benjamin Schlein (Zurich)
San Vũ Ngọc (Rennes)
Scientific and organizing committee
Dario
Bambusi (Università di Milano,
Istituto Lombardo)
Vieri Mastropietro (Università di Milano)
Riccardo Montalto (Università di Milano)
Simone Paleari (Università di Milano)