
Explore entropy methods for hypocoercive equations, focusing on BGK and Fokker-Planck models. Learn about decay rates, auxiliary functionals, and regularization techniques in non-symmetric systems.

Explore the regularity of the Boltzmann equation in bounded domains, focusing on advanced mathematical concepts and applications in geometry, physics, and probability theory.

Explore gradient flow techniques for measure quantization, examining applications in geometry, physics, and probability theory.

Explore advanced mathematical concepts in nonlocal PDEs, focusing on the De Giorgi conjecture for the half-Laplacian in dimension 4, presented by A. Figalli from ETH Zürich.

Explore the De Giorgi conjecture for the half-Laplacian in dimension 4, presented by A. Figalli from ETH Zürich. Delve into advanced mathematical concepts in nonlocal partial differential equations and their applications.

Explore fractional Poincare inequalities on manifolds, focusing on finite total Q-curvature. Advanced mathematical concepts for geometry and physics enthusiasts.

Explore advanced mathematical concepts in nonlocal partial differential equations, focusing on global regularity solutions for a 4-species quadratic diffusion-reaction system across all spatial dimensions.

Explore the construction of weak solutions for the Landau equation through approximations of Boltzmann equation solutions in grazing collision limit scenarios.

Explore advanced mathematical concepts in nonlocal PDEs, focusing on the Boltzmann equation's regularity in bounded domains. Gain insights from expert Tonon, D. in this in-depth lecture.

Explore plasma collisions through the Landau equation, delving into advanced mathematical concepts and their applications in physics and probability theory.