Teaching

2025 - 2026: Postdoc (79h). Department for Mathematical Sciences, University of Copenhagen, Denmark.

  • “Algebraic Geometry 2”, lectures (5h). Taught the first few lectures to assist a new professor in settling at the university.
  • “Advanced Number Theory”, supervising exercise sessions and students’ 30 minutes talks, meeting with the students to help them prepare their talk (20h).
  • “Topics in Mathematics for the Traveling Student”, lectures in French for Danish students (6h) given jointly with Fabien Pazuki. Topics: the pigeonhole principle and Dirichlet’s approximation theorem, introduction to graph theory via Euler’s formula and some of its applications.
  • Online lectures (30h online: first lesson/exercises then lesson/group work on the application projects; 18h for the final in-person days) for the 4EU+ program “Bachelor in Mathematics Student Task” on “p-adic numbers and applications”. Based on the previous year’s material, with an expanded application project offer.

2024 - 2025: Postdoc (68h). Department for Mathematical Sciences, University of Copenhagen, Denmark.

  • “Algebraic Geometry 2”, lectures (20h) following Lars Hesselholt’s notes.
  • Online lectures (30h online: first lesson/exercises then lesson/group work on the application projects; 18h for the final in-person days) for the 4EU+ program “Bachelor in Mathematics Student Task” on “p-adic numbers and applications”. Design of the lessons and exercises, writing of typed lecture notes. Final in-person days with group work and students 1h-talks. Course notes, Exercise sheet 1, Exercise sheet 2, Exercise sheet 3, Exercise sheet 4.

2023 – 2024: Postdoc (43h). Department for Mathematical Sciences, University of Copenhagen, Denmark.

  • “Algebraic Geometry 2”, exercise sessions for master’s students and design of the weekly exercise sheets and problem sheets (27h).
  • “Topics in Mathematics for the Traveling Student”, lectures in French for Danish students (16h), following Fabien Pazuki’s notes. Topics: the pigeonhole principle and Dirichlet’s approximation theorem, introduction to graph theory via Euler’s formula and some of its applications, introduction to fractal geometry via the computation of the Bouligand-Minkowski dimension of some shapes.

2023: ATER (96h). UF mathématiques et interactions, Université de Bordeaux, France.

  • “Linear Algebra”, exercise sessions for first-year students.
  • “Algebra 1”, exercise sessions for second-year students.

2020-2021: Teaching duty (64h). UF mathématiques et interactions, Université de Bordeaux, France.

  • “Mathematical bases for sciences”, course for first-year students.
  • “Mathematical algorithms in algebra”, exercise and programming sessions (in SAGE) for third-year students.

2019-2020: Teaching duty (64h). UF mathématiques et interactions, Université de Bordeaux, France.

  • “Mathematical bases for sciences”, exercise sessions for first-year students.
  • “Mathematics for biologists”, course for first-year students.