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Department of Mathematics

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Theses Topics

In page navigation: Applied Mathematics 3
  • Members
    • Prof. Dr. Eberhard Bänsch
      • Teaching
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    • Martin Doß
    • PD Dr. Florian Frank
    • Dr. Michael Fried
      • Publications
      • Teaching
    • Prof. Dr. Carsten Gräser
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    • Andreas Meier
    • Priv.-Doz. Dr. Nicolas Neuß
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    • PD Dr. Cornelia Schneider
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    • Flora Orsolya Szemenyei
    • Luca Wester
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    • Projects
      • Modern approaches to solving the Full-Stokes problem in the context of ice sheet modeling
      • Convective heat transport in nanofluids
      • Besov regularity of parabolic partial differential equations on Lipschitz domains
      • Cooling of a battery module
      • A discontinuous Galerkin method for the subjective surfaces problem
      • Interactive High-Performance Computing
      • Non-newtonian two-phase flow
      • Temporal Multiscale Methods for an Atherosclerosis Model
      • A priori and a posteriori error estimates for time-dependent problems
      • Optimization of Airlay Processes
      • Marangoni convection
      • Solid-liquid phase transitions with a free melt surface
      • Higher order time discretization for free surface flows
      • Fluids in rocket tanks
      • Particulate flows in industrial applications
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Theses Topics

Topics for Projects, Bachelor theses and Master theses

We offer the following topics for your thesis:

Difficulty: [P]=Project, [B]=Bachelor, [M]=Master

Prof. Dr. Eberhard Bänsch

  • …

Priv.-Doz. Dr. Nicolas Neuß

  • [PBM] Streamline-diffusion methods – Treatment of convection-dominated flow problems
  • [M] Multiscale Finite Elements – Theory and implementation
  • [M] Multigrid for Discontinuous Galerkin
  • [M] Dimensional reduction for chemical processes

Further topics, especially projects with a large implementation part, you can find here.

Friedrich-Alexander-Universität
Erlangen-Nürnberg

Schlossplatz 4
91054 Erlangen
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