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SUMMARY:Benjamin Doyon (King's College)
DTSTART:20211020T163000Z
DTEND:20211020T173000Z
DTSTAMP:20260423T024624Z
UID:CMU-TP/36
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/CMU-TP/36/">
 The hydrodynamics of many-body integrable systems</a>\nby Benjamin Doyon (
 King's College) as part of Carnegie Mellon theoretical physics\n\n\nAbstra
 ct\nHydrodynamics is a powerful theory for the emergent behaviours at larg
 e scales of space-time in many-body systems. The theory says that only few
  degrees of freedom are sufficient in order to describe what is observed a
 t such scales\, and it provides equations for the dynamics of these degree
 s of freedom. Think of the simple water waves emerging from the motion and
  interaction of a myriad of water molecules. It is strongly based on the p
 resence of microscopic conservation laws in the many-body model\, such as 
 conservation of energy\, momentum and mass. But the standard equations of 
 hydrodynamics fail to describe one-dimensional integrable systems\, includ
 ing the ultracold atomic gases observed in experiments. Integrable systems
  admit an extensive number of conservation laws\, which must be taken into
  account in the emergent hydrodynamic theory. Recently this theory\, dubbe
 d ``generalised hydrodynamics”\, has been developed. In this talk\, I wi
 ll review fundamental aspects of hydrodynamics and the main idea and equat
 ions of generalised hydrodynamics. I will discuss recent cold-atom experim
 ents that confirm the theory\, some of the exact results that can be obtai
 ned with this formalism such as nonequilibrium steady states and asymptoti
 c of correlation functions\, and if time permit some mathematically rigoro
 us results in these directions.\n
LOCATION:https://researchseminars.org/talk/CMU-TP/36/
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