Winter Term 2018/19 -- Analysis III (KIT): Tutor and corrector, covering measure theory, Integration w.r.t. Lebesgue measure, Fubini’s theorem, Stokes’ theorem and Fourier series.
Summer Term 2019 -- Analysis II (KIT): Tutor and corrector, covering normed vector spaces, basic topology, Banach fixed-point theorem, multivariable calculus, line integrals, linear differential equations.
Winter Term 2019/20 -- Analysis III (KIT): Tutor and corrector, covering the same topics as in Winter 2018/19.
Summer Term 2020 -- Analysis II (KIT): Tutor and corrector, covering basic theory of manifolds, differential forms, Euler-Lagrange equations, Stokes’ theorem on manifolds, basic concepts of functional analysis.
Winter Term 2020/21 -- Analysis III (KIT): Tutor and corrector, covering measure theory on manifolds, elementary aspects Of PDEs, same topics as in Winter 2018/19
Summer Term 2021 -- Analysis II (KIT): Tutor and corrector, covering the same topics as in Winter 2018/19.
Summer Term 2022 -- Elementary Geometry (LMU): Tutor and corrector, covering Euclidean Geometry, elementary concepts from topology, differential geometry in coordinates, elementary aspects of tilings.
Summer 2022 -- Bridging course (LMU): Mentoring a group of incoming first-semester mathematics students, assisting them in their preparation for their inaugural year at the university, teaching them the basics of proof based mathematics.
Winter Term 2022/23 -- Mathematics III for Physicists (LMU): Tutor and corrector, covering Measure theory, construction of Lebesgue integral, residue theorem and the Cauchy theorem.
Summer Term 2023 -- Geometry and Topology of Surfaces (LMU): Tutor and corrector, covering basic topology, differential geometry in coordinates, normal vector fields, fundamental forms, classification of surfaces.
Summer Term 2023 -- Groups and Lie algebras (LMU): Trainer and corrector, covering Representation theory of finite groups, Lie algebras, classification of complex semisimple Lie algebras, Representation of Lie algebras, applications to phyics, designing exam and grading.
Summer 2023 -- Bridging course (LMU): Same as in summer term 2022.
Summer 2023 -- Expository course for pupils (LMU): Mentor, giving first impression of mathematics taught at universities, introducing lecture style teaching through parametric statistics and its implementation in R.
Summer 2023 -- Bridging course (LMU): Same as in summer term 2022.
Winter Term 2023/24 -- Linear algebra I for computer science (LMU): Tutor and corrector.
Winter Term 2023/24 -- Stochatics I (LMU): Tutor, covering random variables, measurability, multivariate normal distribution, conditional probabilities.
Summer term 2024 -- Numerics for Physics (LMU): Designed and corrected the final exam.
Fall Term 2024 -- Prison Teaching initiative (Princeton): Created course materials for an introductory course in math.
Spring Term 2025 -- Directed reading Program (UPenn): Supervised an undergraduate in the study of Riemann surfaces.