Teaching

I am responsible for the lectures Mathematik I / II (Humanmedizin) (D-HEST) and Grundlagen der Mathematik I, Analysis A / B (D-CHAB). The pages for theses lectures are:

• Mathematik I
• Grundlagen der Mathematik I, Analysis A

Information about past lectures and seminars (e.g. student seminars "Elliptic partial differential equations", "Topics in harmonic analysis" or "Products and nonlinearities in function space theory" or ''Mathematics III: PDEs'') can be found here

Supervised Bachelor thesis, Master thesis and Term papers

• An Introduction to Graph Kernels and their Applications in Mathematical Biology
• Probabilistic modelling of CAR-T-cells with Restricted Boltzmann Machines
• Analysis of a mathematical model for brain tumor response to radiation therapy
• Infectious diseases: From the reproduction number to optimal control
• From γ-convergence to minimizing movements of quasi-open sets and capacitary measures
• Existence and Regularity Criteria of Weak Solutions to the Navier-Stokes Equations
• Modelling chemoresistance in cancer treatments: an Adaptive Dynamics approach
• An Introduction to Stochastic Differential Equations with an Application to Biology
• Mathematical Analysis of Generalized Chemostat Models of Microbial Communities
• Modelling, stability analysis, parameter estimates and simulations in cancer research
• Solutions to the Navier-Stokes equations for incompressible flows via energy methods
• Calculus of Variations: Existence Theorems and their Applications
• The Bertalanffy model with delay for tumours
• Random trees: Theory and Application to Mathematical Oncology
• Analysis of Mathematical Models of Tumour Growth
• Modelling Tumor Growth: Theory and Applications
• Mathematical aspects of infectious diseases
• Application of complex analysis to fluid mechanics

Note
If you are interested in writing a Bachelor or Master thesis in the direction of Mathematical Biology, Geometric Analysis or classical PDEs please contact me.