Theses
Topics for theses will be found individually. If interested contact: klingenberg@mathematik.uni-wuerzburg.de
It makes sense to attend an AG or Seminar to get familiar with a topic.
Ongoing theses:
Master students:
| Sebastian Schmidt | Well-balanced Verfahren für Euler mit gravity |
| Marius Volpert | Numerik des Guermond Verfahrens |
| Gerhard Dill | Machine learning applied to an industrial process |
| Janina Kern | numerical methods for conservation laws |
Armin Hofmann | a neural network as a troubled-cell indicator in the numerical simulations of conservation laws |
| Andrea Lörke | on numerics for the compressible Euler equations |
| Annika Gutzeit | low Mach and well-balanced num. methods for Euler w. gravity using relaxation Riemann solvers |
| Melissa Lange | inverse problems in a Baysian setting |
Bachelor students:
| Simon Krotsch | theory of conservation laws in one space dimensions |
Leon Jakobi | shallow water equations and numerical applications using CLAWPACK |
Find more thesis in the list of finished theses.
