1 citations · 1 across the 4 of their papers we have counts for
Showing 2008 · math.APShow all
3 papers · 2 filters
math.AP2008
On ill-posedness for the one-dimensional periodic cubic Schrodinger equation
Luc Molinet
We prove the ill-posedness in $ H^s(\T) $, , of the periodic cubic Schrödinger equation in the sense that the flow-map is not continuous from $H^s(\T) $ into itself for any fi…
math.AP2008
Global attractor and asymptotic smoothing effects for the weakly damped cubic Schrödinger equation in $L^2(\T)$
Luc Molinet
We prove that the weakly damped cubic Schrödinger flow in $L^2(\T)$ provides a dynamical system that possesses a global attractor. The proof relies on a sharp study of the behavior…
math.AP2008
Newtonian limit for weakly viscoelastic fluid flows of Olroyds' type
Luc Molinet, Raafat Talhouk
This paper is concerned with regular flows of incompressible weakly viscoelastic fluids which obey a differential constitutive law of Oldroyd type. We study the newtonian limit for…