1. Claude Bardos (Paris Diderot University, France)
https://www.ljll.fr/~bardos/cv.htmla

Claude Bardos is currently an Emeritus professor at the University of Paris 7- Denis Diderot. His research activities began with a thesis under the supervision of Jacques Louis Lions in 1969 and since then have focused on partial differential equations. He has published around 246 papers. Professor Claude Bardos’s research is recognized by many awards, including Edmond BRUN Prize of the Académie of Sciences of France 1992 and SIAM Fellow 2011.

2. François Golse (École Polytechnique, France)
https://www.cmls.polytechnique.fr/perso/golse/index.html

François Golse is currently a Professor at the Ecole Polytechnique and the Chairman of the Department of Mathematics. Golse was awarded a doctorate in 1986 at the Paris XIII University with thesis advisor Claude Bardos and thesis Contributions à l'étude des équations du transfert radiatif. He has published around 269 papers. Golse does research on partial differential equations. With Laure Saint-Raymond in 2004 he showed a connection of the weak solutions of the Boltzmann equation with the Leray solutions of the incompressible Navier-Stokes equations. For these mathematically rigorous results on the hydrodynamic limit of the Boltzmann equation of gas dynamics he received the SIAG-APDE Prize of SIAM (for the best work on partial differential equations) with Saint-Raymond in 2006. He also deals with other equations of mathematical physics, including distribution of free path lengths in the Lorentz gas, hydrodynamic limits of other kinetic equations, and time-dependent Hartree–Fock method.

3. Trinh T. Nguyen (University of Wisconsin at Madison, USA)
https://sites.google.com/view/tnguyen65/home

Trinh T. Nguyen is currently Van Vleck Assistant Professor at University of Wisconsin-Madison. He achieved his Ph.D in 2020 at Pennsylvania State University, under the supervision of Professor Toan T. Nguyen. His research interests include Analysis of PDEs, in particular Fluid Dynamics and Kinetic Theory. He has published around 9 papers since 2018 until now. He is specialised in singular perturbation problems in the realm of nonlinear partial differential equations, which arise in the context of fluid dynamics (including boundary layers, the inviscid limit, and vortex dynamics) and kinetic theory, with a particular emphasis on the hydrodynamics limit for the Boltzmann equations. Trinh T. Nguyen’s research is recognized by many awards, including the VIASM Student Scholarship in 2014 and AMS Simons Travel Grant, 2021-present.