Teaching
Courses and practical classes in signal processing, data science, physics and applied mathematics.
Current teaching (ENS de Lyon)
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Bases pour l’analyse de données et d’images
Introduction to the analysis of experimental data, including signals and images. Topics covered include the study of analog signals (Fourier transform, filtering) and digital signals (sampling), image processing, random signal processing, and optimal filtering. The course includes traditional tutorials and digital implementations.
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Physique expérimentale
Experimental acquisition and processing of physical measurements. Students use signal-conditioning and spectral-analysis techniques to study velocity fluctuations in a turbulent flow.
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Machine Learning in Physics and Chemistry
Fundamental machine-learning methods for physical and chemical data: dimensionality reduction, clustering, classification and regression. Numerical exercises are implemented in Python using real-world datasets.
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Traitement du signal et incertitudes
Frequency-domain analysis of experimental signals and estimation of measurement uncertainties. The course connects signal-processing concepts with laboratory practice.
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Data Processing and Modelling
Statistical data analysis and blind source separation, including independent component analysis (ICA) and non-negative matrix factorization (NMF). Applications are explored through numerical exercises in Python.
Previous teaching
ENS de Lyon
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Electromagnetism for the physics agrégation
Laboratory work in electromagnetism and electronics, supporting preparation for the practical examinations.
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Traitement du signal
Core tools for representing and analysing signals, including time-frequency representations.
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Outils mathématiques / Méthodes mathématiques
Mathematical foundations for physics, including Fourier transforms, distributions and complex analysis.
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Outils de traitement du signal
Introduction to signal and image processing, combining methodological foundations with guided exercises.
Aix-Marseille Université
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Probabilités et statistiques
Exercises in probability and statistical inference, developing tools to model and analyse random phenomena.
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Mathématiques pour les signaux et les images
Mathematical methods for signal and image analysis, linking theoretical concepts with numerical applications.
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Statistiques avancées
Statistical techniques for the analysis and interpretation of quantitative data (e.g., PCA).
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Séries et applications
Mathematical series and their applications.
IUT de Clermont-Ferrand
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Électromagnétisme
Fundamentals of electromagnetism.