PDEs, Nonlinear Waves and Dispersive Equations


Mats Ehrnström (NTNU Trondheim) and Mark Groves (Saarland University)


In this session we review current results from the theory of
partial differential equations with particular emphasis on applications to
wave propagation. On the theoretical side, topics include the calculus of
variations, well-posedness of Cauchy problems, free boundary problems
and stability of solutions. Applications include existence and stability of
special solutions (in particular waves of permanent form), water waves
and model equations for water waves, the effects of nonlinearity and
dispersion in wave propagation and asymptotic behaviour of waves.


Tuesday, June 11 
13.30-13.55 Samuel Walsh (Courant Institute, NYU)
13.55-14.20 Sigmund Selberg (NTNU, Trondheim)
14.20-14.35 Break
14.35-15.00 Erik Wahlén (Lund University)
15.00-15.25 Mark Groves (Universität des Saarlandes)
15.25-15.40 Break
15.40-16.05 Alfatih Ali (University of Bergen)
16.05-16.30 Wolf-Patrick Düll (Universität Stuttgart)
Wednesday, June 12 
13.30-13.55 Espen R. Jakobsen (NTNU, Trondheim)
13.55-14.20 Katrin Grunert (NTNU, Trondheim)
14.20-14.35 Break
14.35-15.00 Vladimir Kozlov (Linköping University)
15.00-15.25 Mats Ehrnström (NTNU, Trondheim)
15.25-15.40 Break
15.40-16.05 Maria Ragusa (University of Catania)

Questions: webmaster
Last update: 2020-09-20

Centre for Mathematical Sciences, Box 118, SE-22100, Lund. Telefon: +46 46-222 00 00 (vx)