About

I am a postdoctoral researcher in numerical analysis at the University of Zurich. I studied Mathematics and Computer Science at Humboldt-Universität zu Berlin and the Berlin Mathematical School, and completed my PhD in 2024 with Carsten Carstensen on a posteriori error control for finite element methods.

My research sits at the interface of analysis and computation: I design methods for PDEs that are provably reliable and efficient, yet suitable for real world applications where accuracy and stability are critical. I focus on boundary integral formulations, adaptive finite elements, rigorous error estimation, and fast solvers. I also explore numerical verification/computer-assisted proof strategies.

Research Interests

  • A posteriori error analysis for Galerkin and non-standard FEM
  • Convergence theory and adaptivity in mesh-refinement
  • Efficient solvers for large-scale PDEs
  • High-accuracy computation of eigenvalue and semilinear problems
  • Numerical verification and computer-assisted proofs
  • Boundary integral methods for scattering in unbounded domains

Contact

Department of Mathematics
University of Zurich
Winterthurerstrasse 190
8057 Zürich, Switzerland

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