Generalized hydrodynamics and random matrix theory (Herbert Spohn, Munich)

30.03.2026 16:15 – 18:00

Abstract:
Lax matrices are a key tool in the study of integrable classical many-particle systems.
If the initial conditions for the dynamical evolution are random, then the Lax matrix will be random.
Because of integrability these random matrices have a very particular structure. In my presentation,
I will explain the connection to generalized hydrodynamics. But the focus will be
on random matrices, their density of states, and eigenvectors.

Lieu

Bâtiment: Conseil Général 7-9

Room 1-15, Séminaire Math Physics

entrée libre