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Analytic and combinatorial aspects of the Non Linear Schroedinger equation (NLS) on a torus
  SMC Colloquium

Wednesday 20 May 2015
from 15:15 to 16:15
at Lecture hall Oskar Klein
Speaker : Claudio Procesi (Univ. di Roma, La Sapienza)
Abstract :

The approach to the NLS on a torus is usually by perturbation theory starting from solutions involving some finite set of “excited frequencies”. These form a finite set of points in a lattice which generate a complicated combinatorial graph describing interacting frequencies.

The behaviour of the solutions depends on the combinatorics of this graph which in turn depends on the chosen initial points, for generic choices one has quasi periodic solutions for special choices different types of behaviour.


AlbaNova  | Last modified 27 May 2015 12:12  |  HELP