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UID:20250702T081013EDT-2060KbbkXX@132.216.98.100
DTSTAMP:20250702T121013Z
DESCRIPTION:Sloshing\, Steklov and corners\n\nThe sloshing problem is a Ste
 klov type eigenvalue problem describing small oscillations of an ideal flu
 id. We will give an overview of some latest advances in the study of Stekl
 ov and sloshing spectral asymptotics\, highlighting the effects arising fr
 om corners\, which appear naturally in the context of sloshing. In particu
 lar\, we will discuss the proofs of the conjectures posed by Fox and Kuttl
 er back in 1983 on the asymptotics of sloshing frequencies in two dimensio
 ns. We will also outline an approach towards obtaining sharp asymptotics f
 or Steklov eigenvalues on polygons. The talk is based on a joint work with
  M. Levitin\, L. Parnovski and D. Sher.\n
DTSTART:20180427T180000Z
DTEND:20180427T190000Z
LOCATION:Room VCH-3830\, CA\, Université Laval
SUMMARY:Iosif Polterovich\, Université de Montréal
URL:/mathstat/channels/event/iosif-polterovich-univers
 ite-de-montreal-286748
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