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:
| Sophie Lauer | proving non-uniqueness of 2-d compressible flow via convex integration |
| David Hannibal | proving existence and uniqueness of 1-d conservation laws using the front tracking method |
| Simon Krotsch | the generalized Active Flux method |
| Bastian Kraft | the convex integration method |
| Lisa Rüppel | derivatives in financial markets with stochastic volatility |
| Johannes Roth | numerical wave propagation aided by deep learning |
| Giacomo Lorelli | quantum simulation of PDEs |
Bachelor students:
Find more thesis in the list of finished theses.
