Doctorates
Here you can find an overview of the PhD topics at the Chair of Applied Analysis from the past years:
| Author | Title | Type of Theses | Year |
|---|---|---|---|
| Tvrtko Doresic |
Landau-Lifshitz-Gilbert-Vlasov-Maxwell System |
PhD Thesis | 2022 |
| Sarah Biesenbach | On optimal converge nce rates of nonconvex gradient flows | PhD Thesis | 2021 |
| Marco Doemeland | A class of gradient flows of differential forms in negative homogeneous Sobolev spaces | PhD Thesis | 2021 |
| Xinye Li | Topological solitons in two-dimensional chiral magnets | PhD Thesis | 2020 |
| Wadim Gerner | Minimisation Problems in Ideal Magnetohydrodynamics | PhD Thesis | 2020 |
| Malte Kampschulte | Gradient flows and generalised Wasserstein distance in the space of Cartesian currents | PhD Thesis | 2018 |
| Olga Chugreeva | Stochastics meets applied analysis: Stochastic Ginzburg - Landau vortices and stochastic Landau - Lifshitz - Gilbert equation | PhD Thesis | 2017 |
| Albert Nana Sandjo | Solutions for fourth-order parabolic equations modelling epitaxial thin film growth | PhD Thesis | 2011 |