Millet, Annie - Laboratoire de Probabilit�s et Mod�les Al�atoires, Universit� Pierre-et-Marie-Curie, Paris 6

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Millet, Annie - Laboratoire de Probabilit�s et Mod�les Al�atoires, Universit� Pierre-et-Marie-Curie, Paris 6

ON THE CONTINUITY OF ORNSTEIN-UHLENBECK PROCESSES IN
INVISCID LARGE DEVIATION PRINCIPLE AND THE 2D NAVIER STOKES EQUATIONS WITH A FREE BOUNDARY CONDITION
VARADHAN ESTIMATES FOR THE DENSITY OF THE SOLUTION TO A PARABOLIC
A support theorem for a generalized Burgers' SPDE Caroline Cardon-Weber Annie Millet
Small perturbations of Gaussian regressors Annie Millet
LARGE DEVIATION PRINCIPLE AND INVISCID SHELL MODELS HAKIMA BESSAIH AND ANNIE MILLET
A PROBABILISTIC APPROACH OF THE N. EL KAROUI J.-P. LEPELTIER A. MILLET
Absolute continuity of the law of an infinite dimensional Wiener functional
Points of positive density for the solution to a hyperbolic SPDE
Large deviations for rough paths of fractional Brownian motion
Approximation and support theorem for a two space-dimensional wave equation
STOCHASTIC 2D HYDRODYNAMICAL SYSTEMS: WONG-ZAKAI APPROXIMATION AND SUPPORT THEOREM
A stochastic wave equation in two space dimension : Smoothness Annie Millet 1
On a non linear stochastic wave equation in the plane: existence and uniqueness of the solution.
On strongly Petrovskii's parabolic SPDEs in arbitrary dimension and application to the stochastic Cahn-Hilliard equation
RATE OF CONVERGENCE OF SPACE TIME APPROXIMATIONS FOR STOCHASTIC EVOLUTION EQUATIONS
Methodes de Monte-Carlo Annie MILLET
On a stochastic wave equation in two space dimensions: regularity of the solution and its density
On implicit and explicit discretization schemes for parabolic SPDEs in any dimension
STOCHASTIC 2D HYDRODYNAMICAL SYSTEMS: SUPPORT THEOREM
Composition of Large Deviation Principles and Applications
On the support of a Skorohod anticipating stochastic differential equation
APPROXIMATION AND SUPPORT THEOREM IN HO"LDER NORM FOR PARABOLIC STOCHASTIC
LARGE DEVIATIONS FOR THE BOUSSINESQ EQUATIONS UNDER RANDOM INFLUENCES
APPROXIMATION OF ROUGH PATHS OF FRACTIONAL BROWNIAN MOTION
SUPPORT THEOREMS FOR A CLASS OF ANTICIPATING STOCHASTIC DIFFERENTIAL EQUATIONS
A SIMPLE PROOF OF THE SUPPORT THEOREM FOR DIFFUSION PROCESSES
THE SUPPORT OF THE SOLUTION TO A HYPERBOLIC SPDE
LARGE DEVIATIONS FOR A CLASS OF ANTICIPATING STOCHASTIC DIFFERENTIAL EQUATIONS
Uniform large deviations for parabolic SPDEs and applications Fabien Chenal Annie Millet
STOCHASTIC 2D HYDRODYNAMICAL TYPE SYSTEMS: WELL POSEDNESS AND LARGE DEVIATIONS
ON DISCRETIZATION SCHEMES FOR STOCHASTIC EVOLUTION ISTVAN GYONGY AND ANNIE MILLET
RATE OF CONVERGENCE OF IMPLICIT APPROXIMATIONS FOR STOCHASTIC EVOLUTION EQUATIONS