Travelling fronts in stochastic Stokes’ drifts and Brownian ratchets: homogenized functional inequalities and large time behaviour of the solutions

Maekawa, On asymptotic stability of global solutions in the weak L 2 space for the two-dimensional Navier-Stokes equations, Analysis (Berlin) 35 (2015), no. Pileckas, and R

If we employ the theory of optimal transportation, we will work on coupling of heat distribu- tions instead of coupling of Brownian motions.. Once we move to the world of

Plot of the stationary solution g ω of the tilted Brownian ratchet for increasing values of ω ranging between 1 and 100 (logarithmic scale) in the sinusoidal case (left) and in

After reviewing some results in the study of the KPP propagation phenomena in a periodic framework, we pass now to announce new results concerning the limiting behavior of the mini-

(3) As a consequence of these assumptions, the solutions of (1)-(2) are Lipschitz continuous and periodic in x and, in good cases, they are expected to remain uniformly bounded in x

Here we prove the existence of global in time regular solutions to the two- dimensional compressible Navier-Stokes equations supplemented with arbitrary large initial velocity v 0

NIRENBERG, Some qualitative properties of solutions of semilinear equations in cylindrical domains, Analysis et Cetera (dedicated to J. NIRENBERG, Travelling fronts

Annales de l’Institut Henri Poincaré - Analyse non linéaire.. Case C also arises in the context of combustion for some reversible reactions or two step, not purely