Organizers: Thierry Bodineau, Piet Lammers, Yilin Wang
Dec. 5
Charlotte Dietze (LMU Munich)
will talk about Dispersive Estimates for Nonlinear Schrödinger Equations with External Potentials
"We consider the long time dynamics of nonlinear Schrödinger equations with an external potential. More precisely, we look at Hartree type equations in three or higher dimensions with small initial data. We prove an optimal decay estimate, which is comparable to the decay of free solutions. Our proof relies on good control on a high Sobolev norm of the solution to estimate the terms in Duhamel's formula."
Hong-Bin Chen (IHES)
will talk about small noise perturbation of an ODE (resulting in an SDE with vanishing diffusion term). In particular, about the exit distribution on the boundary of a domain in which the dynamics is released.
...And a few other sessions before the webpage existed...
Charlotte Dietze (LMU Munich)
will talk about Dispersive Estimates for Nonlinear Schrödinger Equations with External Potentials
"We consider the long time dynamics of nonlinear Schrödinger equations with an external potential. More precisely, we look at Hartree type equations in three or higher dimensions with small initial data. We prove an optimal decay estimate, which is comparable to the decay of free solutions. Our proof relies on good control on a high Sobolev norm of the solution to estimate the terms in Duhamel's formula."
Hong-Bin Chen (IHES)
will talk about small noise perturbation of an ODE (resulting in an SDE with vanishing diffusion term). In particular, about the exit distribution on the boundary of a domain in which the dynamics is released.
...And a few other sessions before the webpage existed...