P.Collet.
THERMODYNAMIC LIMIT OF THE GINZBURG LANDAU EQUATIONS
(87K, dvi uuencoded)

ABSTRACT.   We investigate the existence of a global
semiflow for the complex Ginzburg-Landau equation on the space of
bounded functions in infinite domain. This semiflow is proven to exist
in dimension 1 and 2 for any parameter values of the standard cubic
Ginzburg-Landau equation. In dimension 3 we need some restrictions on
the parameters but cover nevertheless some part of the Benjamin-Feijer
unstable domain.