• 2024,      first semester.       Analyse des Équations aux dérivées Partielles (1st school year).      École des Ponts et Chaussées.

• 2022-23, second semester. Ordinary differential equations (3rd uni year).                         Sorbonne Université, campus Jussieu.

• 2022-23, first semester.       General mathematics (1st uni year).                                            Sorbonne Université, campus Jussieu.

• 2021-22, second semester. Ordinary differential equations (2nd uni year).                        Sorbonne Université, campus Jussieu.

• 2021-22, first semester.       General mathematics (1st uni year).                                            Sorbonne Université, campus Jussieu.

• Seminar Panorama de la recherche, ENS Paris-Saclay, 1st school year (December 2024). 

Autour de l'équation de Boltzmann.

• Young-researchers' lectures at LYSacadéMie, Roma (June 2025). 

Observability for the von Neumann equation for crystals using an optimal-transport-like metric.

• Seminar at the University of Besançon (June 2025). 

Entropy methods for the Boltzmann equation and its quantum variant.

• Seminar at the University of Novi Sad (April 2025). 

Approaches for modeling polyatomic molecules in kinetic theory.

• Seminar at Numasp Young conference, Ferrara (December 2024). 

Polyatomic modeling in kinetic theory - Energy quantiles in particle-based simulations.

• Seminar at the Final Conference of the Action CA18232, Braga (February 2024). 

Transferring Cercignani's conjecture-type results from the classical to the fermionic Boltzmann equation.

• Seminar at the University of Bordeaux (January 2024). 

Transferring Cercignani's conjecture-type results from the classical to the fermionic Boltzmann equation.

• Online seminar, University of Graz (December 2023). 

Extending Cercignani's conjecture-type results from Boltzmann to Boltzmann-Fermi-Dirac equation.

• Seminar at the University of Parma (October 2022).

Compactness property of the linearized Boltzmann operator for polyatomic molecules undergoing resonant collisions.

• Presentation at WG2 meeting (COST),  St-Cyr l'École (April 2022).

Compactness property of the linearized Boltzmann operator for polyatomic molecules undergoing resonant collisions.

• Online seminar, Karlstad University (February 2022).

A general framework for the kinetic modelling of polyatomic gases.

• Presentation at Workshop, University of Bordeaux (October 2021).

A general framework for the kinetic modelling of polyatomic gases.

• Intervention at WASCOM, Parma (June 2025). 

Quasi-resonant collisions: a kinetic setting for bi-temperature modeling.

• Summer School Festum Pi, Crete (2024).

• Summer School Methods and Models of Kinetic Theory, Pesaro (2024).

• Conference Current Trends in Kinetic Theory and Related Models - In memory of Prof. Giampiero Spiga, University of Parma (2022).

• Summer School Methods and Models of Kinetic Theory, Pesaro (2022).