About

Academic profile and research overview

A concise CV-style overview of current profile, research themes, and academic links.

I am currently a postdoctoral researcher at Cerfacs in Toulouse, France, working in applied mathematics and computational fluid dynamics.

Before that, I was a PhD student in the Cagire team at Inria Bordeaux and the applied mathematics lab at the University of Pau, working on high order discontinuous Galerkin methods.

My research focuses on high-order methods for hyperbolic problems and compressible flows, with a broader interest in the discretization of partial differential equations, numerical analysis, and scientific computing.

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Profiles and contact

Key links, contact details, and public profiles are gathered here for convenience.

Profile

  • Postdoctoral researcher in applied mathematics and computational fluid dynamics.
  • Research centred on high order methods, hyperbolic problem and compressible Navier-Stokes equations,
  • This website is intended as a home for publications, projects, teaching material, and technical notes.

Research approach

  • Discretization of PDEs, numerical analysis, and efficient implementation.
  • Favor maintainable research tooling and open-source.

This site contains

  • A publications page with direct HAL and BibTeX links.
  • A projects page for ongoing work, software, and ideas.
  • A teaching page kept ready for future course material and supervision content.

Research themes

Main research themes

The site is organized around a small set of consistent research directions.

Partial differential equations

General interest in different kind of PDEs and their discretizations.

Numerical analysis

Consistency, stability, accuracy, and structure-preserving discretizations.

High performance computing

Scientific computing workflows for large-scale simulation and experimentation.

Computational fluid dynamics

High-order discretizations and robust numerical methods for compressible flows.