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UID:news444@dmi.unibas.ch
DTSTAMP;TZID=Europe/Zurich:20181219T171718
DTSTART;TZID=Europe/Zurich:20160511T141500
SUMMARY:Seminar Analysis: Albert Clop (UAB Barcelona)
DESCRIPTION:We will explain two results about (linear and nonlinear) transp
 ort equations\, quasiconformal maps\, and vector fields with unbounded div
 ergence. Originally\, these results are motivated by a difficult problem o
 n Muckenhoupt weights and elliptic PDE. However\, classical harmonic analy
 sis tools allow to reformulate this problem in variational BMO terms\, and
  then a theorem by H. M. Reimann brings naturally the connection to the tr
 ansport theory. 
X-ALT-DESC:\nWe will explain two results about (linear and nonlinear) trans
 port equations\, quasiconformal maps\, and vector fields with unbounded di
 vergence. Originally\, these results are motivated by a difficult problem 
 on Muckenhoupt weights and elliptic PDE. However\, classical harmonic anal
 ysis tools allow to reformulate this problem in variational BMO terms\, an
 d then a theorem by H. M. Reimann brings naturally the connection to the t
 ransport theory.&nbsp\;
DTEND;TZID=Europe/Zurich:20160511T151500
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