University of Zurich (PhD 2012 - 2016)

  • FS 2016 TA Analysis IV
    Laplace, Heat, and Wave equations. Initial boundary value problems. Solution formulas. Harmonic functions. Fourier Transforms. Distributions.
  • FS 2015 TA Mathematics for Chemists II
    Real Vector Spaces, Subspaces, Linear Mappings, Eigenvalues and Eigenvectors, Applications to Several Variable Calculus, Cone-Sections, Linear ODEs of 1st and 2nd order.
  • HS 2014 TA Seminar in Functional Analysis
    Introduction to Sobolev Spaces on \(\mathbb{R}^n(\Omega)\) and applications to elliptic boundary value problems.
  • FS 2014 TA Functional Analysis
    Metric Spaces, Normed Spaces, Hahn-Banach, Uniform boundedness, \(L^p\) Spaces, Weak Topologies, Reflexive Spaces, Hilbert Spaces, Compact and Fredholm operators, Spectral Theory of self-adjoint compact operators.
  • HS 2013 TA Seminar in Dynamical Systems
    Quadratic family, Symbolic Dynamics, Structural Stability, Sarkovskii’s Theorem, Bifurcation Theory, Morse-Smale diffeomorphisms, Smale’s Horsehoe, Hyperbolic Toral Automorphisms.
  • FS 2013 TA Analysis IV
    Wave and Heat equation in 1D, Dirichlet and Neumann Boundary Value Problems, Fourier Series, Harmonic Functions.
  • HS 2012 TA Analysis III
    Measure Theory, Lebesgue Integration Theory, Introduction to ODEs.
  • FS 2012 TA Analysis II
    Analysis in \(\mathbb{R}^n\): Integration of Curves, Differentiation, Inverse- and Implicit Function Theorems, Submanifolds, Green-Gauss Theorem.

University of Stuttgart (Dipl.-Math. 2007 - 2012)