Anthony Bosco

Applied mathematics, CFD, and high-order numerical methods

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.

Publications About / CV Projects

Current role

Postdoctoral researcher

Current affiliation

Cerfacs, Toulouse, France

Research focus

High-order DG methods for compressible flows

Site purpose

Publications, projects, teaching, and notes

Research links

Research interests

Core research themes

The current website keeps the icon-based overview, but with a more focused academic structure.

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.

Selected publications

Recent work

A compact view of selected entries. The full list includes HAL, BibTeX, and open-access PDF links when available.

Year	Type	Publication	Links
2024	Journal article	Discontinuous Galerkin methods for axisymmetric flows Anthony Bosco, Vincent Perrier Computers & Fluids, vol. 270, pp. 106--139	HAL PDF BibTeX Article DOI
2023	Report	Discontinuous Galerkin methods for axisymmetric flows: extended version Anthony Bosco, Vincent Perrier INRIA, RR-9524	HAL PDF BibTeX
2023	Conference paper	Variational Formulation of Wall Boundary Conditions of RANS Models in a Discontinuous Galerkin Framework Anthony Bosco, Vincent Perrier, Jonathan Jung CFC 2023 - 22nd Computational Fluids Conference, IACM, Cannes, France	HAL BibTeX

Latest notes

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Reconstructed 1D basis functions for `P2r/P2r`

Constructing the reconstructed basis through the linear reconstruction operator from vertex degrees of freedom to full quadratic degrees of freedom.