Wednesday, June 5, 2024 - 11:00 in V2-210/216
Gibbs measure for the non linear Schrödinger on the sphere
A talk in the Harmonic and Stochastic Analysis of Dispersive PDEs series by
Nicolas Burq from Université Paris-Saclay
| Abstract: |
In this talk I will present recent results allowing to prove global existence for the non linear
Schrödinger equations on the sphere for random initial data This result is a natural development
on both Bourgains result on Gibbs measures on the two dimensional torus and our work (with
P. Gérard and N. Tzvetkov) on the non linear Schrödinger on spheres. I will highlight the
difficulties with respect to these previous works and give some ideas about the strategy of
proof. This is joint work with N. Camps, C. Sun and N. Tzvetkov.
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