Some Considerations on the Fluid-Dynamical Limit of Particle Systems
Mario Pulvirenti, Sergio Simonella
Abstract
In this note we review and compare mathematical procedures aimed at rigorously deriving fluid-dynamic descriptions of classical particle systems in the large-scale limit of Hamiltonian dynamics. Despite the longstanding nature of this program, its fundamental problems remain open, with only a few notable exceptions that we briefly highlight.
Create a lesson
Related papers
Wehrl-type entropy problem for compact connected semisimple Lie groups
Haonan Zhang
Contact canonoid maps and their conserved and dissipated quantities
R. Azuaje
Pathology-Free Real-Space Renormalization Group Theory on an Inverse Limit Space
Fabio Arz
Canonical and symplectic analysis of the Holst action in the G→ 0 limit
Victor Julian Pérez-Aquino, Alberto Escalante
An additional possibilities of the standard method of inverting the Radon transform
D. S. Anikonov, S. G. Kazantsev, D. S. Konovalova
Monodromy Eigenvectors for Difference Equations with Root-of-Unity Step
Vitaly Tarasov, Alexander Varchenko