Teaching

I am a member of the Department of Mathematics of the Faculty of Sciences. I am the coordinator of the second year (L2) of the Bachelor’s degree in Mathematics.

During the 2025–2026 academic year, I teach: Remedial mathematics (first year) and Population Dynamics (third year) for students enrolled in the Bachelor’s degree in Biology (course coordinator). In second year (L2) Mathematics: Elementary Numerical Analysis (first semester, course coordinator) and Numerical Linear Algebra (second semester, course coordinator). Finally, I teach in the MEEF Master’s program preparing for the CAPLP Mathematics–Physics teaching certification.

Lecture Notes

Over the past few years, I have written several sets of lecture notes in french.

• Duality, Bilinear Algebra, Inner Products and Hermitian Matrices
  A second-year undergraduate course, including a review of first-year linear algebra results.
• Group Theory and Additional Topics in Linear Algebra (2018–2020)
  A two-part course: an introduction to finite group theory, followed by a study of the diagonalization problem (Jordan normal form, Jordan–Chevalley decomposition, etc.). Many exercises are taken from Exo7.
• Groups and Rings 1 (2021)
  An introduction to group theory and ring theory.
• An Introduction to Population Dynamics
  A course intended for undergraduate Biology students, covering discrete-time models (single population, Leslie models) and continuous-time models (single population and interacting populations).

Interactive Figures

To illustrate the course on population dynamics, I have written several Python notebooks to plot functions and phase spaces associated with various dynamical systems: the classical Lotka–Volterra predator–prey model, the competitive Lotka–Volterra model, and the SIR epidemic model.

These notebooks are available on GitHub.

I have also designed an interactive figure representing the phase space of the competitive Lotka–Volterra model, available here. This figure was originally written in Python (with advice from Joseph Salmon and Tanguy Lefort, whom I warmly thank) and has since been translated into JavaScript.

As part of a four-week internship in September 2023, Nicolas François, an L2 student at the Université Libre de Bruxelles, developed a notebook to visualize the phase space of the SIR epidemic model. The source code is available here, and the interactive figure can be viewed on MyBinder (note that MyBinder is a free service and loading may take some time).