Study in Chemnitz. To know what is good.






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[FEM-Logo] [Mathematics]

The Fakultät für Mathematik of the TU Chemnitz
invites to the

24th Chemnitz FEM Symposium 2011


Final Programme

Wednesday, September 28, 2011
Start at 9:00
09:00 Arnd Meyer Opening
Variational inequalities
Chairman: A. Meyer
Room: “ Linde ”
09:05 Ernst P. Stephan Some Finite Element Approaches for Contact/Obstacle Problems
09:55 Joachim Gwinner On Approximation of Higher Order for Variational Inequalities of Mixed Type
10:20 Bernard Haasdonk Reduced Basis Methods for Parametrized Variational Inequalities
10:45 Olaf Steinbach Boundary element methods for variational inequalities
Tea and coffee break 11:10 - 11:40
FEM on manifolds / Parallel algorithms
Chairman: G. Of
Room: “ Linde ”
11:40 Oliver Sander Geodesic Finite Elements
12:05 Christoph Augustin FETI-Method for Biomechanical Applications
 
12:30Photo
 
Lunch
Saddle point problems
Chairman: O. Steinbach
Room: “ Linde ”
14:00 Walter Zulehner Efficient solvers for saddle point problems with applications to PDE-constrained optimization
14:50 Martina Balg Incompressible, elastic materials and large deformations
15:15 Andreas Hahn ALE-FEM For Two-Phase Flows With Insoluble Surfactants
15:40 Huidong Yang A preconditioned GMRES solver with algebraic multigrid accelerations for the fluid-structure interaction problems
Tea and coffee break 16:05 - 16:35
Optimal control
Chairman: T. Apel
Room: “ Linde ”		 Convection diffusion
Chairman: O. Sander
Room: “ Lärche ”
16:35 Roland Herzog A Priori Error Estimates for an Elliptic Control Problem with Non-Differentiable Cost Functional Naveed Ahmed Stabilised finite element discretisations applied to an operator splitting method of population balance equations
17:00 Lorenz John Optimal Dirichlet boundary control for the Navier-Stokes equations Clemens Hofreither A Non-standard Finite Element Method for Convection-Diffusion-Reaction Problems on Polyhedral Meshes
17:25 Johannes Pfefferer Neumann boundary control of semilinear elliptic equations: finite element discretization and error estimates Torsten Linß Maximum-norm a posteriori error estimators for parabolic problems
17:50 Gerd Wachsmuth Optimal Control of Quasistatic Plasticity Martin Schopf Convergence and stability in balanced norms of finite element methods on Shishkin meshes for reaction-diffusion problems
 
19:00 Conference Dinner