MATHEON Workshop on Computational Partial Differential Equations

at the Humboldt-Universität zu Berlin, Germany

February 02^nd , 2006

Institute of Mathematics, Campus Berlin-Adlershof
Rudower Chaussee 25 (Johann-von-Neumann-Haus)
Humboldt-Kabinett (House 3, Level 1)

Organization Committee:

Lecturers:

• Christine Bernardi (University of Paris VI)
  Mortar finite element discretization of underground flows in nonhomogeneous media

• Daniele Boffi (University of Pavia, Italy)
  On the discrete compactness of hp edge finite elements

• Susanne Brenner (University of South Carolina)
  Fast Solvers for C^0 Interior Penalty Methods.

• Charlie Elliott (University of Sussex)
  Finite elements on evolving surfaces

• Wolfgang Hackbusch (Max-Planck-Institut Leipzig)
  Hierarchical and related matrices - local and global approximations

• Ralf Kornhuber (joint work with C. Graeser, FU Berlin)
  Non-smooth Newton methods for the Cahn-Hilliard equation with obstacle potential

• Stig Larsson (Chalmers University Göteborg)
  Discretization of an integro-differential equation modeling dynamic fractional order viscoelasticity

• Stefan Sauter (University of Zurich, Switzerland)
  On the acoustic single layer potential: stabilization and Fourier analysis

Time table

(Lectures in Humboldt-Kabinett, Rudower Chaussee 25, House 3, Level1)

08:30 - 09:00	check-in
09:00	Opening
09:15 - 09:55	Christine Bernardi
10:00 - 10:20	Tea and Coffee
10:20 - 11:05	Susanne Brenner
11:05 - 12:00	Daniele Boffi
12:00 - 13:00	Lunch
13:00 - 13:45	Wolfgang Hackbusch
13:45 - 14:30	Stefan Sauter
14:30 - 15:15	Stig Larsson
15:15 - 15:35	Tea and Coffee
15:35 - 16:20	Ralf Kornhuber
16.20 - 17:05	Charlie Elliott
17:05 - 17:20	Closing
18:00	Dinner