Speaker
Manuela Girotti
(Emory University)
Description
We construct a new class of (gas) solutions of the mKdV equation as a limit of $2N$ solitons, eventually in the presence of an additional dispersive coefficient. We also analyze the long-time behaviour of the profile: the solution is asymptotically an elliptic solution at both $x \to \pm \infty$, with same parameters, but different shift $x^{\pm}_0$.
This is a joint work with Ken McLaughlin (Tulane U.) and Robert Jenkins (UCF).
Primary author
Manuela Girotti
(Emory University)
