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M.Sc. Dustin Mühlhäuser

  • Doctoral Student
  • Karlsruhe Institute of Technology (KIT)
    Institute for Applied and Numerical Mathematics
    Englerstr. 2
    76131 Karlsruhe
    Germany

Current List of Courses

In my PhD studies, I develop a multiscale method for the efficient simulation of solutions to the wave equation in strongly heterogeneous media, characterized by highly oscillatory coefficients in space and time. More precisely, I am developing a multiscale strategy in time and combine this method with a deep-learning approach to effectively approximate the spatial solutions. Topics of interest are included in but not restricted to:

  • Multiscale methods, espec. the Linear Orthogonal Decomposition (LOD) method
  • Deep Learning and it's applications to numerical methods
  • Multifidelity methods for uncertainty quantification

Short CV:

  • Since February 2025: PhD Student under the supervision of JProf. Roland Maier
  • 2017-2024: Student of Mathematics at the University of Stuttgart, Thesis: Adaptive Bi-Fidelity Monte Carlo Estimation for Random Elliptic PDEs, Grade: very good with honors
  • 2022: Exchange student at the University of Toronto, Canada, Grade: excellent
  • 2021: Intern in Quantitative Risk Management at Mercedes Benz Bank, Stuttgart
  • 2020: Working Student in Simulation of Passive Safety Systems at ZF, Alfdorf
  • 2016: High school diploma, Schorndorf, Grade: very good, High school price from the German Physical Society