Workshop: Numerical analysis of nonlinear and multiscale problems
Details
Dates: July 27 - 29, 2022
Location: Friedrich Schiller University Jena, Hörsaal 6, Carl-Zeiß-Straße 3 view on mapExternal link
Organizers: Dietmar Gallistl, Roland Maier
Confirmed Participants
- Sören Bartels (U Freiburg)
- Fleurianne Bertrand (U Twente)
- Carsten Carstensen (HU Berlin)
- Joscha Gedicke (U Bonn)
- Patrick Henning (U Bochum)
- Karl Hollaus (TU Wien)
- Omar Lakkis (U Sussex)
- Malte Peter (U Augsburg)
- Daniel Peterseim (U Augsburg)
- Andrea Scaglioni (TU Wien)
- Johannes Storn (U Bielefeld)
- Markus Schöbinger (TU Wien)
- Timo Sprekeler (NUS Singapore)
- Ngoc Tien Tran (U Jena)
- Tabea Tscherpel (U Bielefeld)
- Barbara Verfürth (KIT Karlsruhe)
Program
All talks are scheduled for 40 minutes including questions.
Wednesday, July 27
- 13:00 | Registration and Coffee Break
- 14:00 | Opening
- 14:10 | Carsten Carstensen: Hybrid high-order methods (HHO) for nonlinear problems?
- 14:50 | Johannes Storn: Grading of triangulations generated by bisection
- 15:30 | Coffee Break
- 16:00 | Tabea Tscherpel: Local projection and interpolation operators
- 16:40 | Daniel Peterseim: Super-localized numerical homogenization
Thursday, July 28
- 09:00 | Fleurianne Bertrand: Minimum residual methods for the approximation of eigenvalue problems arising from partial differential equations
- 09:40 | Patrick Henning: On explicit convergence rates for inverse iterations for the Gross-Pitaevskii eigenvalue problem
- 10:20 | Coffee Break
- 11:00 | Barbara Verfürth: Multiscale methods for nonlinear problems
- 11:40 | Joscha Gedicke: Numerical homogenization of heterogeneous fractional Laplacians
- 12:20 | Lunch Break
- 14:00 | Klaus Hollaus: The multiscale finite element method for the eddy current problem in laminated iron cores
- 14:40 | Markus Schöbinger: Error estimation for the multiscale finite element method
- 15:20 | Coffee Break
- 15:50 | Malte Peter: Identification of microstructural information from macroscopic
boundary measurements in steady-state linear elasticity - 16:30 | Andrea Scaglioni: Numerics of the stochastic LLG equation
- 19:00 | Dinner at "Braugasthof Papiermühle" view on the mapExternal link
Friday, July 29
- 09:00 | Sören Bartels: Modeling and simulation of thin sheet folding
- 09:40 | Timo Sprekeler: Numerical homogenization of Hamilton-Jacobi-Bellman equations
- 10:20 | Coffee Break
- 10:50 | Ngoc Tien Tran: Convergence of a regularized finite element discretization
of the two-dimensional Monge-Ampere equation - 11:30 | Omar Lakkis: A least-squares approach to fully nonlinear elliptic equations in Hamilton-Jacobi-Bellman form
- 12:10 | Closing