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SUMMARY:Plenary Talk: From wave turbulence to integrable turbulence and so
 liton gas - Stephane Randoux (Université des Sciences et Technologies de 
 Lille )
DTSTART:20221021T080000Z
DTEND:20221021T090000Z
UID:TALK182600@talks.cam.ac.uk
DESCRIPTION:Random nonlinear dispersive waves have been the subject of act
 ive research in nonlinear physics for more than five decades\, most notabl
 y in the context of water wave dynamics. A significant portion of the work
  in this direction has been centered around weak wave turbulence. More rec
 ently\, a new theme in turbulence theory has emerged in connection with th
 e dynamics of strongly nonlinear random waves described by one-dimensional
  integrable systems\, such as the Korteweg&ndash\;de Vries (KdV) and 1D no
 nlinear Schr&ouml\;dinger (NLS) equations. This kind of random wave motion
  in nonlinear conservative systems is called 'integrable turbulence' and i
 t has attracted significant attention from both the fundamental and applie
 d perspectives. In this talk\, I will review experimental and numerical de
 velopments recently made in the field of integrable turbulence.
LOCATION:Seminar Room 1\, Newton Institute
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