Mathematician
Analytische Grundlagen der Geometrie 1 (in German)
Mathematical foundations, introductory linear algebra, common algebraic structures.
Role: Teaching assistant
Lecturer: Michael Kerber
Complexity Theory (graduate course in English)
Computational models and complexity classes (Turing machines, P, NP, reductions), diagonalization techniques, space complexity, the polynomial hierarchy, Boolean circuits, probabilistic proofs, interactive proofs, quantum computation, approximation problems, and fixed-parameter tractability.
Role: Teaching assistant
Lecturer: Michael Kerber
Projektive Geometrie 2 (in German)
n-dimensional projective spaces, collineations and projectivities, the cross-ratio, real and complex projective spaces.
Role: Teaching assistant
Lecturer: Anton Gfrerrer
Projektive Geometrie 1 (in German)
Axiomatic introduction of projective planes, projectivities and collineations, polarities, conic sections, examples of projective planes.
Role: Teaching assistant
Lecturer: Anton Gfrerrer
Analytische Grundlagen der Geometrie 2 (in German)
Calculus and linear algebra: Functions, sequences, series, continuity, differential and integral calculus, vector spaces, systems of linear equations, scalar products, determinants, eigenvalue problems.
Role: Teaching assistant
Lecturer: Michael Kerber
Angewandte Geometrie (in German)
Various topics on applied geometry with a focus on geometric data processing; exercises.
Role: Teaching assistant
Lecturer: Johannes Wallner
Topological Methods in Combinatorics (graduate course in English)
We discuss topological methods in combinatorics, in particular some applications of the Borsuk–Ulam Theorem.
Role: Lecturer (with Michael Kerber)