Teaching

• Mathematics in Natural and Economic Science 2 [MA9714], B1, TU Munich, Summer 2026.
  (4 hours/week).

​

• Resurgence in Geometry and Physics [CIT413050], M2 Physics/Maths, TU Munich, Summer 2026.
  Taught with M. Alim (∼ 2 hours/week).
  Notes of the introductory chapter "Background in Analysis".

​

• Advanced Seminar on Chern-Simons Theories​, M2 Physics/Maths, TU Munich, Winter 2025.
  (2 hours per week).
   

• Linear Algebra for Physicists [CIT513016]​, B1 Physics, TU Munich, Winter 2025.
  Tutoring (2 hours per week).

​

• Symmetries in Classical and Quantum Field Theory​, M2 Physics/Maths, Heidelberg, Spring 2023. Organized with O. Hulik and J. Walcher.
  Introduction to Differential Cohomology (lecture 1, lecture 2, lecture 3).​

​

• Vector bundles on algebraic curves, M2 Maths, Heidelberg, Spring 2023.
  Lectures (2 hours), Exercise Session (2 hours) (Main instructor: F. Schaffhauser). 
   

• Géométrie affine et euclidienne S4A, B2 Maths, Strasbourg (France), Fall 2021.
  Full professor; Lectures (20 hours).
   

• Algèbre S2A (Algèbre Linéaire), B1 Maths/Info, Strasbourg (France), Fall 2021.
  Full professor; Lectures (26 hours), Exercise Sessions (26 hours).
   

• Algèbre S1A (Algèbre générale), B1 Maths/Info, Strasbourg (France), Fall 2020.
  Lectures & Exercises (6 hours).
   

• Mathématiques pour la Science 1, B1 Chemistry, Strasbourg (France), Fall 2020.
  Lectures & Exercises (42 hours).
   

• Mathématiques pour la Science 2, B1 Physics, Strasbourg (France), Spring 2020.
  Lectures & Exercises (32 hours).
   

• City, UoL, London (UK), Mars 2018.

  • Introduction to Mathematical Physics B3: Lectures (2 hours).

  • Applied Mathematics B2: Lectures (6 hours).