About

Academic profile and research overview

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

Anthony Bosco is currently a postdoctoral researcher at Cerfacs in Toulouse, France, working in applied mathematics and computational fluid dynamics.

His research focuses on high-order discontinuous Galerkin methods for compressible flows, with a broader interest in partial differential equations, numerical analysis, turbulence modelling, 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 discontinuous Galerkin methods, compressible Navier-Stokes equations, and high-order simulation techniques.
  • This website is intended as a stable, static home for publications, projects, teaching material, and technical notes.

Research approach

  • Combine mathematical modelling, numerical analysis, and implementation concerns in the same workflow.
  • Favor maintainable research tooling and open-access dissemination when possible.
  • Use this site as a lightweight academic profile rather than a dynamic application.

This site contains

  • A curated 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

Mathematical models for fluid flows and related continuum problems.

Computational fluid dynamics

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

Numerical analysis

Consistency, stability, accuracy, and structure-aware discretization design.

High performance computing

Scientific computing workflows for large-scale simulation and experimentation.

Turbulence modelling

Boundary conditions and model formulations for practical high-order CFD settings.