Add to ORKG29 pagesWe prove a full large deviations principle in large time, for a diffusion process with random drift V, which is a centered Gaussian shear flow random field. The large deviations principle is established in a ``quenched'' setting, i.e. is valid almost surely in the randomness of V
(Communicated by Sergey Lototsky) Abstract. We derive a large deviation principle for a stochastic N...
Abstract. We derive a large deviation principle for a stochastic Navier-Stokes equation for the vort...
International audienceIn this work, we investigate links between the formulation of the flow of marg...
29 pagesWe prove a full large deviations principle in large time, for a diffusion process with rando...
We prove a full large deviations principle in large time, for a diffusion process with random drift ...
AbstractWe prove a full large deviations principle for the one-dimensional laws of the diffusion pro...
AbstractWe prove a full large deviations principle in large time, for a diffusion process with rando...
Ž.We consider a one-dimensional random walk X in a randomn n environment of zero or strictly positiv...
We derive a large deviation principle which describes the behaviour of a diffusion process with addi...
We derive a large deviation principle which describes the behaviour of a diffusion process with addi...
We derive a large deviation principle which describes the behaviour of a diffusion process with addi...
Abstract. We consider a class of diffusion processes on Euclidean spaces, with the drift terms not w...
In this text we survey some large deviation results for diffusion processes. The first chapters pres...
We consider a class of diffusion processes on Euclidean spaces, with the drift terms not weaker than...
We consider a class of diffusion processes on Euclidean spaces, with the drift terms not weaker than...
(Communicated by Sergey Lototsky) Abstract. We derive a large deviation principle for a stochastic N...
Abstract. We derive a large deviation principle for a stochastic Navier-Stokes equation for the vort...
International audienceIn this work, we investigate links between the formulation of the flow of marg...
29 pagesWe prove a full large deviations principle in large time, for a diffusion process with rando...
We prove a full large deviations principle in large time, for a diffusion process with random drift ...
AbstractWe prove a full large deviations principle for the one-dimensional laws of the diffusion pro...
AbstractWe prove a full large deviations principle in large time, for a diffusion process with rando...
Ž.We consider a one-dimensional random walk X in a randomn n environment of zero or strictly positiv...
We derive a large deviation principle which describes the behaviour of a diffusion process with addi...
We derive a large deviation principle which describes the behaviour of a diffusion process with addi...
We derive a large deviation principle which describes the behaviour of a diffusion process with addi...
Abstract. We consider a class of diffusion processes on Euclidean spaces, with the drift terms not w...
In this text we survey some large deviation results for diffusion processes. The first chapters pres...
We consider a class of diffusion processes on Euclidean spaces, with the drift terms not weaker than...
We consider a class of diffusion processes on Euclidean spaces, with the drift terms not weaker than...
(Communicated by Sergey Lototsky) Abstract. We derive a large deviation principle for a stochastic N...
Abstract. We derive a large deviation principle for a stochastic Navier-Stokes equation for the vort...
International audienceIn this work, we investigate links between the formulation of the flow of marg...