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SUMMARY:Stability of blowup for wave maps outside of symmetry
DTSTART:20260417T141500
DTSTAMP:20260427T231351Z
UID:ba4946a722e0cf0c73276808df2cf865015b900d4bcb474944bf3819
CATEGORIES:Conferences - Seminars
DESCRIPTION:M. Frederick Moscatelli (PhD) - University of Vienna\nAbstract
 :\n\nThe wave maps equation is a geometric\, nonlinear wave equation that 
 serves as a good toy model for more complicated wave equations\, such as t
 he Einstein equations. For spherical targets there exists in each supercri
 tical dimension an explicit solution to the wave maps equation that blows 
 up in finite time.\nUnder a certain symmetry assumption\, the stability of
  this solution has been established within the last 15 years or so. In thi
 s talk I will present the proof of stability without any symmetry assumpti
 ons.\nThis is joint work with Roland Donninger.
LOCATION:MA B1 11 https://plan.epfl.ch/?room==MA%20B1%2011
STATUS:CONFIRMED
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