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Lecture notes for XXVII Summer school in mathematical physics Ravello, Italy, September 9-21, 2002
 

Summary: Lecture notes for XXVII Summer school in mathematical
physics  Ravello, Italy, September 9-21, 2002
Entropy method and the large-time
behavior of parabolic equations
Anton Arnold 
Institut für Numerische und instrumentelle Mathematik
Universität Münster
Einsteinstr. 62
D-48149 Münster, Germany.
31st October 2002
 http://wwwmath.uni-muenster.de/u/arnold/  Email: anton.arnold@math.uni-muenster.de


Contents
1 Large-time behavior of heat and linear Fokker-Planck equations 5
2 Entropy method for symmetric diusion equations & non-symmetric exten-
sions 9
3 Logarithmic & convex Sobolev inequalities 15
4 Pertubation results & application to semi-linear models 21
5 Entropy method for quasi-linear equations 25

  

Source: Arnold, Anton - Institut für Analysis und Scientific Computing, Technische Universität Wien

 

Collections: Mathematics