Add to ORKG29 pagesWe prove large deviations principles in large time, for the Brownian occupation time in random scenery. The random scenery is constant on unit cubes, and consist of i.i.d. bounded variables, independent of the Brownian motion. This model is a time-continuous version of Kesten and Spitzer's random walk in random scenery. We prove large deviations principles in ``quenched'' and ``annealed'' settings
This thesis is concerned with large deviations for processes in Riemannian manifolds. In particular,...
We investigate random walks in independent, identically distributed random sceneries under the assum...
We establish large deviation properties valid for almost every sample path of a class of stationary ...
29 pagesWe prove large deviations principles in large time, for the Brownian occupation time in rand...
Suppose that the integers are assigned random variables f! x ; x g (taking values in the unit inter...
A quenched large deviation principle for Brownian motion in a stationary potential is proved. As the...
This thesis concerns the study of random walks in random environments (RWRE). Since there are two le...
The large deviation principle is proved for the long time asymptotic of empirical measures associate...
Let us consider a Markov chain in a random scenery. Then, if the (possibly multivariate) i.i.d. ...
Ž.We consider a one-dimensional random walk X in a randomn n environment of zero or strictly positiv...
In this work, we study the large deviation properties of random walk in a random environment on $\ma...
This thesis is concerned with large deviations for processes in Riemannian manifolds. In particular,...
We derive a large deviation principle for the density profile of occupation times of random interlac...
We derive a large deviation principle for the density profile of occupation times of random interlac...
We discuss the large deviation principle of stochastic processes as random elements of l∞(T). We sho...
This thesis is concerned with large deviations for processes in Riemannian manifolds. In particular,...
We investigate random walks in independent, identically distributed random sceneries under the assum...
We establish large deviation properties valid for almost every sample path of a class of stationary ...
29 pagesWe prove large deviations principles in large time, for the Brownian occupation time in rand...
Suppose that the integers are assigned random variables f! x ; x g (taking values in the unit inter...
A quenched large deviation principle for Brownian motion in a stationary potential is proved. As the...
This thesis concerns the study of random walks in random environments (RWRE). Since there are two le...
The large deviation principle is proved for the long time asymptotic of empirical measures associate...
Let us consider a Markov chain in a random scenery. Then, if the (possibly multivariate) i.i.d. ...
Ž.We consider a one-dimensional random walk X in a randomn n environment of zero or strictly positiv...
In this work, we study the large deviation properties of random walk in a random environment on $\ma...
This thesis is concerned with large deviations for processes in Riemannian manifolds. In particular,...
We derive a large deviation principle for the density profile of occupation times of random interlac...
We derive a large deviation principle for the density profile of occupation times of random interlac...
We discuss the large deviation principle of stochastic processes as random elements of l∞(T). We sho...
This thesis is concerned with large deviations for processes in Riemannian manifolds. In particular,...
We investigate random walks in independent, identically distributed random sceneries under the assum...
We establish large deviation properties valid for almost every sample path of a class of stationary ...