Fields- 2019 Workshop on Nonlinear Dispersive Partial Differential Equations and Inverse Scattering

  1. Title:
    Multisoliton dynamics in 1-d cubic NLS

    Speaker:

    Link:

  2. Title:
    Semilinear wave equations outside a ball.

    Speaker:

    Link:

  3. Title:
    The construction and evaluation of shock wave solutions to the KdV equation and a linear KdV-like equation

    Speaker:

    Link:

  4. Title:
    Asymptotic Stability of the Toda m -soliton

    Speaker:

    Link:

  5. Title:
    On the integrability of the Benjamin-Ono equation with periodic boundary conditions II. Lax pair for the BO hierarchy, finite gap potentials and global Birkhoff variables.

    Speaker:

    Link:

  6. Title:
    On the long time asymptotic of the modified KdV equation

    Speaker:

    Link:

  7. Title:
    Wave Turbulence Theory

    Speaker:

    Link:

  8. Title:
    Dispersive decay of small data solutions for the KdV equation

    Speaker:

    Link:

  9. Title:
    A proof of the Zakharov-Dyachenko conjecture for periodic gravity waver waves

    Speaker:

    Link:

  10. Title:
    Inverse Scattering Transform for the defocusing Ablowitz-Ladik equation with arbitrary nonzero background

    Speaker:

    Link:

  11. Title:
    The Direct Problem of perturbed Kadomtsev-Petviashvili II 1-line solitons

    Speaker:

    Link:

  12. Title:
    An explicit Riemann-Hilbert characterization of periodic solutions of the KdV equation.

    Speaker:

    Link:

  13. Title:
    Soliton and breather gases for the focusing Nonlinear Schrödinger Equation (fNLS)

    Speaker:

    Link:

  14. Title:
    Full family of flattening solitary waves for the mass critical generalized Korteweg-de Vries equation

    Speaker:

    Link:

  15. Title:
    Stability of line solitary waves for some long wave models

    Speaker:

    Link: