RESEARCH INTEREST
Numerical methods for Boltzmann-type equations
Explicit time integration methods for stiff PDEs
Hydrodynamic limits for Boltzmann-type equations
Kinetic models for gas dynamics
Relaxation schemes
Chemotaxis models for cell migration
My research focuses on the numerical analysis and simulation of kinetic and hyperbolic partial differential equations, with particular emphasis on the Boltzmann equation for single- and multi-species gas mixtures, including inelastic collisions and granular gases. I am also interested in hydrodynamic limits, asymptotic-preserving numerical methods for multiscale problems, and hyperbolic models for chemotaxis and collective cell migration. My work aims to develop accurate, efficient, and reliable numerical schemes for the simulation of complex systems across different scales.
If you're interested in working with me, feel free to contact me!