Large-time behavior of solutions to Vlasov-Poisson-Fokker-Planck equations: from evanescent collisions to diffusive limit

We prove a quantitative and global in time semiclassical limit from the Hartree to the Vlasov equation in the case of a singular interaction potential in dimension d ≥ 3, including

VA consumption was also associated with an accumulation of cis-9, trans-11 conjugated linoleic acid (rumenic acid; RA) in liver lipids (1.08 % total fatty acids compared with 0.28

The existence of a minimum time below which it is impossible to descend, necessarily implies the existence of a maximum speed: in fact, if ad absurdum it

In this article we study the large-time behavior of the solution to a general Rosenau type approximation to the heat equation [16], by showing that the solution to this

Trotz schwierigster Be- dingungen vor Ort konn- te die Humanitäre Hilfe der Schweiz 2012 wert- volle Hilfe für die Op- fer des Syrienkonfl ikts leisten: Sie unterstützte

Our work significantly differs from those previous ones, by being the first one to extensively evaluate the impact of key parameters like the number of inter-ISP connections,

Recently, the global existence and uniqueness of smooth solutions have been obtained for the relativistic version of the VMFP system, in the specific one and one half

In the long time asymptotic limit, the motion can be split in two parts : one stationary flow along the lines of the magnetic field and the guiding center motion in the orthogonal