I will discuss a novel type of a derivative nonlinear Schrödinger type equation, which can be seen as a continuum limit of completely integrable Calogero-Moser systems. In this talk, I will focus on dynamics of $N$-soliton solutions, turbulence (growth of Sobolev norms), and a Lax pair structure. This is ongoing joint work with Patrick Gérard (Orsay).

To get an invitation to the zoom-meeting, please contact one of the organisers.