At the University of Perpignan:
At the University of Montpellier:
At the Université Côte d'Azur:
At the University of Montpellier:
- Analyse Numérique (L3) – 62 hours (instructor)
Lectures, tutorials, and lab sessions for third-year undergraduate students in Mathematics, since 2022-2023. - Initiation à la Modélisation (L3) – 12 hours (instructor)
Lectures and tutorials for third-year undergraduate students in Mathematics, 2023-2024. - Éléments de Mécanique des Milieux Continus (M1) – 38 hours (instructor)
Lectures and tutorials for first-year Master's students, since 2023-2024. - Calcul numérique (M1) – 38 hours (instructor)
Lectures and tutorials for first-year Master's students, 2022-2023. - Outils mathématiques pour le numérique (M1) – 40 hours (instructor)
Lectures and tutorials for first-year Master's students, since 2022-2023. - Modélisation et Approximation (M1) – 40 hours (instructor)
Lectures and tutorials for first-year Master's students, since 2022-2023.
At the University of Montpellier:
- Outils mathématiques pour les sciences de l'ingénieur 3 (L1) – 15 hours
(instructor: Laurent Guieu)
Exercise classes for first-year students in Electronic and Automation Engineering, 2021-2022. - Algèbre linéaire numérique (L2) – 7.5 hours
(instructor: Daniele Di Pietro)
Lab sessions for second-year students in Mathematics, 2021-2022.
At the Université Côte d'Azur:
- Résolution numérique de systèmes d’équations linéaires et non linéaires (L2) – 40 hours
(instructor: Roland Masson).
Tutoring classes for second-year students in Mathematics and Computer Science, 2019-2021.
Subjects covered: vector and matrix norms, spectral radius, Gershgorin's theorem, fixed-point theorem, Newton's method, convergence order, stability, Gauss' method, LU factorization, singular values decomposition, iterative methods, approximation of eigenvalues and eigenvectors.
At the University of Montpellier:
- Calcul Différentiel et Équations Différentielles (L3) – 76 hours (instructor: Paul-Émile Paradan).
Exercise classes for third-year students in Mathematics, 2014-2016.
Exercises (in French).
Subjects covered: normed spaces, multilinear applications, continuity, differentiability, \(C^1\) functions, contraction mappings, local extrema, free and constrained optimization, diffeomorphisms, local inversion, implicit functions, theory of ordinary differential equations. - Modélisation Mathématique en Mécanique (L3) – 78 hours (instructors: Françoise Krasucki and Pascal Azerad).
Lab sessions for third-year students in Mathematics, Mechanics and Mechanical Engineering, 2013-2016.
Worksheets (in French).
Numerical resolution with MATLAB of classical ordinary and partial differential equations systems (system with \(n\) masses and \(n\) springs, wave equation, Lorenz attractor and butterfly effect, heat equation, Poisson's problem). - Analyse L3 – 36 hours (instructor: Thierry Mignon).
Exercise classes for third-year students in Mathematics, 2013-2014.
Exercises (in French).
Subjects covered: normed spaces, multilinear applications, continuity, differentiability, local extrema, \(C^1\) functions, diffeomorphisms, local inversion, implicit functions.