since 2022: Second advisor for the PhD thesis of Paula Truöl (ETH Zürich, ongoing).
2022: Master thesis Implementing the Sarkar-Wang nicefication algorithm for Heegaard diagrams by Ludovico Morellato (Regensburg). Joint supervision with Claudius Zibrowius.
2019 – 2023: PhD thesis of Damian Iltgen (Regensburg).
2021: Master thesis Determining the Seifert genus via the Heegaard Floer tangle invariant HFT by Benedikt Aubeck (Regensburg). Joint supervision with Claudius Zibrowius.
2020: Master thesis Khovanov homology and the unknotting number by Laura Marino (Regensburg).
2019: Master thesis On the Slice Genus of Twist Knots by Damian Iltgen (Bern).
2018: Bachelor thesis A Different Approach to Alternating Knots by Nafie Tairi (Bern).
2017: Bachelor thesis Small Cancellation Theory by Claire Gürtler (Bern).
2016: Bachelor thesis Verbotene Minoren von partiellen 3-Bäumen (Forbidden minors of partial 3-trees) by Marc Trautmann (Bern).
Lectures and courses
2020/21 (winter) at Regensburg University: Lecture Analysis III for Physics
(all info on grips, login necessary)
2019/20 (winter) at Regensburg University: Lecture Knot Theory.
2018 (fall) at Bern University: Lecture Algebraic Topology.
2017 (fall) at Bern University: Lecture Mathematik für Biologie.
2017 (spring) at Bern University: Seminar Quadratic Forms in Topology.
2016 (spring) at Bern University: Lecture Topology.
2015 (spring) at Bern University: Lecture Graph Theory.
2013 (spring) at Paris Diderot: Lecture MM2 (Linear Algebra and Analysis for first-year mathematics students).
2018 (spring) at Bern University: Tutor for Low Dimensional Topology.
2016 (fall) at Bern University: Tutor for Mathematik I für Naturwissenschaften.
2015 (fall) at Bern University: Tutor for Representation Theory of Lie Algebras and for Mathematik I für Naturwissenschaften.
2014 (fall) at Bern University: Tutor for Linear Algebra I.
2011 and 2012 at Paris Diderot: Tutor for Elementary Algebra and Analysis II for first-year informatics students.
2006 – 2009 at the ETHZ: Tutor for Linear Algebra I and II (first-year students), Complex Analysis, Topology and Algebra I (second-year students).
2020 at Regensburg University: Reading course on Khovanov homology.
2016, 2017, 2018 (summer) at Bern University: Einführungskurs (Introductory mathematics course, for first-year students before the begin of their studies).