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SUMMARY:Convex integration in fluid dynamics - Laszlo Szekelyhidi  (Univer
 sität Leipzig\, Institute for Advanced Study\, Princeton)
DTSTART:20220105T141000Z
DTEND:20220105T151000Z
UID:TALK166417@talks.cam.ac.uk
DESCRIPTION:In the past decade convex integration has been developed into 
 a rather powerful technique for constructing weak solutions to various PDE
 s of fluid dynamics. Notable examples are the resolution of Onsager&rsquo\
 ;s conjecture and the construction of non-unique weak solutions of the Nav
 ier-Stokes equations in various weak function spaces. In this talk I will 
 survey and put in perspective some of the different applications of convex
  integration\, with the aim to get some sense of where limits and possibil
 ities of this theory lie.
LOCATION:Seminar Room 1\, Newton Institute
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