Presented by:
Herbert Spohn
Date:
Friday 14th December 2018 - 09:00 to 10:00
Venue:
INI Seminar Room 1
Abstract:
In the context of integrable quantum many-body systems, much progress has been achieved in
deriving and analysing the infinite set of coupled local conservation laws constituting
"generalized hydrodynamics". In my presentation I will outline the scheme for the
classical Toda chain exploring unexpected connections to random matrix theory.
deriving and analysing the infinite set of coupled local conservation laws constituting
"generalized hydrodynamics". In my presentation I will outline the scheme for the
classical Toda chain exploring unexpected connections to random matrix theory.
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