Curriculum vitae

Academic profile

Applied mathematics and scientific computing

I am a postdoctoral researcher at Nagoya University, working on numerical linear algebra and iterative methods for large sparse systems.

From computational fluid dynamics and coastal modelling to numerical linear algebra.

2026–present
Postdoctoral researcher
Nagoya University · Japan
Numerical linear algebra, Krylov subspace methods and sparse solvers for scientific computing.
2021–2024
PhD in applied mathematics
University of Montpellier · France
Applied mathematics for computational physics, at the Géosciences and IMAG laboratories. Thesis on wave–morphodynamic coupling through minimization principles.
2020–2021
Master in marine sciences
University of Toulon · France
Physics of the Environment for the Evaluation of Risks (PHYMER).
2018–2021
Engineering degree
SeaTech, University of Toulon · France
Computational fluid dynamics.
2016–2018
Preparatory classes
Caen · France
Preparatory programme for French engineering schools.

Numerical linear algebra: Iterative methods, Krylov subspaces, preconditioning and sparse linear systems.
Numerical modelling: Virtual element methods for wave propagation and optimization approaches to coastal morphodynamics.
Scientific programming: Fortran, Python, MATLAB, C and C++; Bash and Slurm for scientific workflows.

Experience in university and secondary education, combining mathematics, modelling and programming.

2025Secondary-school mathematics in Bordeaux, France, and at EFI in Phnom Penh, Cambodia.
2023–2024Undergraduate algebra, calculus, cardinality and geometry at the University of Montpellier.
2023Master’s courses in coastal hydromorphodynamics, OptiMorph modelling and Python.