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UID:news463@dmi.unibas.ch
DTSTAMP;TZID=Europe/Zurich:20181228T172110
DTSTART;TZID=Europe/Zurich:20150422T151500
SUMMARY:Seminar Analysis: Laura Spinolo (IMATI-CNR\, Pavia)
DESCRIPTION:In 1973 Schaeffer established a result that applies to scalar c
 onservation laws with convex fluxes and can be loosely speaking formulated
  as follows: for a generic smooth initial datum\, the admissible solution 
 is smooth outside a locally finite number of curves in the (t\,x) plane. H
 ere the term ”generic” should be interpreted in a suitable technical s
 ense\, related to the Baire Category Theorem. My talk will aim at discussi
 ng a recent explicit counter-example that shows that Schaeffer’s Theorem
  does not extend to systems of conservation laws. The talk will be based o
 n joint works with Laura Caravenna.
X-ALT-DESC: \nIn 1973 Schaeffer established a result that applies to scalar
  conservation laws with convex fluxes and can be loosely speaking formulat
 ed as follows: for a generic smooth initial datum\, the admissible solutio
 n is smooth outside a locally finite number of curves in the (t\,x) plane.
  Here the term ”generic” should be interpreted in a suitable technical
  sense\, related to the Baire Category Theorem. My talk will aim at discus
 sing a recent explicit counter-example that shows that Schaeffer’s Theor
 em does not extend to systems of conservation laws. The talk will be based
  on joint works with Laura Caravenna.
DTEND;TZID=Europe/Zurich:20150422T161500
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