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CATEGORIES:Speaker/Presenters
DESCRIPTION:Iosif Polterovich (Universite de Montreal)\n\nTitle: Sloshing\,
Steklov and corners\n\nAbstract:\nThe sloshing problem is a Steklov type e
igenvalue problem describing small oscillations of an ideal fluid. We will
give an overview of some latest advances in the study of Steklov and sloshi
ng spectral asymptotics\, highlighting the effects arising from corners\, w
hich appear naturally in the context of sloshing. In particular\, we will d
iscuss the proofs of the conjectures posed by Fox and Kuttler back in 1983
on the asymptotics of sloshing frequencies in two dimensions. We will also
outline an approach towards obtaining sharp asymptotics for Steklov eigenva
lues on polygons. The talk is based on a joint work with M. Levitin\, L. Pa
rnovski and D. Sher.
DTEND:20180216T223000Z
DTSTAMP:20190321T061936Z
DTSTART:20180216T213000Z
GEO:41.92421;-87.654991
LOCATION:Levan Center\, 201
SEQUENCE:0
SUMMARY:Math Department Colloquium
UID:tag:localist.com\,2008:EventInstance_3334857
URL:http://events.depaul.edu/event/math_department_colloquium_6225
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