Zürich, September 2022
I currently hold a position as an interim professor in numerical analysis at TU Clauthal. Prior to joining TU Clausthal, I worked as a postdoctoral researcher at the Johannes Gutenberg University Mainz, the University of Zurich and the Technical University of Brunswick.
My research primarily revolves around the examination and advancement of numerical techniques applicable to ordinary and partial differential equations, with a specific focus on hyperbolic conservation/balance laws. I dedicate my efforts to exploring stability characteristics, the maintenance of physical constraints, and the approximation and convergence properties of these methods. To support my theoretical findings, I consistently complement them with numerical simulations.
"Energy-stable global radial basis function methods on summation-by-parts form" has been accepted in "Springer Journal of Scientific Computing" (28.11.2023). The preprint can be found here.
Fully well-balanced entropy controlled discontinuous Galerkin spectral element method for shallow water flows:
global flux quadrature and cell entropy correction" has been accepted in JCP. The preprint can be found on Arxiv. (23.11.2023)
"Applications of limiters, neural networks and polynomial annihilation in higher-order FD/FV schemes" has been published "Springer Journal of Scientific Computing" (7.9.2023). It can be found here.