Former Teaching

Teaching WS 2023/24 (at University Heidelberg)

Lecture Contact Geometry

RTG-Lecture: Handling the Poincaré conjecture

Seminar on hyperbolic knot theory

Teaching SS 2023

Seminar on hyperbolic knot theory

Teaching WS 2022/23

Lecture Differential Geometry I (4 hours lecture + 2 hour exercise session)

Teaching SS 2022

Problem session for Differential Geometry II ; Wednesdays 9:15-10:45 in 1.114 (Rudower Chaussee 25)

Teaching WS 2021/22

Lecture Topology II (4 hours lecture + 2 hour exercise session)

Teaching SS 2021

Lecture 4-Manifolds and Kirby calculus (2 hours lecture + 1 hour exercise session)

Teaching WS 2020/2021

Lecture Topology II (4 hours lecture + 2 hour exercise session)

Seminar Selected topics in algebraic and differential topology

Teaching SS 2020

Lecture Topology of 3-manifolds (2 hours lecture + 1 hour exercise session)

Teaching WS 2019/2020

Lecture Topology II (4 hours lecture + 2 hours exercise session)

Teaching SS 2019

Lecture Topologie I (4 hours lecture + 2 hours exercise session)

Teaching WS 2018/2019

Seminar zur Differentialtopologie.

Exercise session for the lecture Geometrie by Prof. Klaus Mohnke.

Former Teaching (at the University of Cologne)

Teaching SS 2018

Lecture Kirby-Kalkül (2 hours lecture + 2 hours exercise session).

Teaching WS 2017/18

Teaching Assistant for the lecture Elementare Differentialgeometrie by Prof. Sabatini.

Here is the Okuson web page for the organisation of the exercise classes.

SS 2017

Exercise sessions for the lecture Topologie by Prof. Hansjörg Geiges.
The exercise sessions are Mondays 10-11:30 in Seminarraum 1 and 12:15-13:45 in Übungsraum 2.

WS 2016/17

Teaching Assistant and exercise sessions for the lecture Symplectic Geometry by Milena Pabiniak.
Here is the Homework page.

SS 2016

Teaching Assistant and exercise sessions for the lecture Differential Geometry by Milena Pabiniak.
Here is the Homework page.

WS 2015/16

Teaching Assistent for Seminar über Topologie by Prof. Hansjörg Geiges

WS 2009/10 - SS 2014

Tutor for mathematical lectures, including Mathematics I and II, Differential Equations, Complex Analysis, Geometry of Celestrial Mechanics, Topology and Dynamical Systems, Surfaces and Elementary Differential Geometry.



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