Bastien Polizzi

Research areas

• Continuum mechanics and mixture theory: application to biology
• Numerical methods for PDE systems of advection-reaction-diffusion equations
• Hyperbolic system of conservation laws with constraint, application to road traffic
• Well-balanced and asymptotic-preserving numerical schemes for PDEs
• Kinetic models for biology and quadrature-based moment methods
• Integro-differential equations: application to evolutionary theory

PhD thesis

Modeling and numerical simulations for fluid mechanics systems with constraints; application to biology and road traffic

Defended in september 2016 · supervised by Thierry GOUDON & Magali RIBOT

Curriculum vitae