Classification of Initial Data for Global Dynamics of Nonlinear Dispersive Equations

Quand : 29 mai 2026 à 14:00

Où : IHES

Organisé par : Institut Henri Poincaré

Nonlinear dispersive equations are partial differential equations to describe various wave phenomena where the primary effects are wave dispersion and nonlinear interactions. Even a single equation can have many different types of solutions depending on the initial data, such as scattering, blow-up, and solitons. The theme of this course is to classify global behavior of solutions in terms of the