Add to ORKGproperties of the rate function of quenched large deviations for random walk in random environmen
In this paper we prove the large deviation principle for a class of random walks with state-dependen...
In this paper we prove the large deviation principle for a class of random walks with state-dependen...
29 pagesWe prove a full large deviations principle in large time, for a diffusion process with rando...
: Suppose that the integers are assigned random variables f! i g (taking values in the unit interval...
Suppose that the integers are assigned random variables f! i g (taking values in the unit interval),...
Suppose that the integers are assigned random variables f! x ; x g (taking values in the unit inter...
In this work, we study the large deviation properties of random walk in a random environment on $\ma...
We take the point of view of the particle in a multidimensional nearest neighbor random walk in rand...
We derive properties of the rate function in Varadhan’s (annealed) large deviation principle for mul...
This thesis concerns the study of random walks in random environments (RWRE). Since there are two le...
Ž.We consider a one-dimensional random walk X in a randomn n environment of zero or strictly positiv...
In this paper, we are interested in some questions of Greven and den Hollander about the rate functi...
The large deviation principle is proved for the long time asymptotic of empirical measures associate...
The topic of this thesis is random walks in a sparse random environment (RWSRE) on $\mathbb{Z}$. Bas...
Abstract. Random walks as well as diffusions in random media are considered. Methods are developed t...
In this paper we prove the large deviation principle for a class of random walks with state-dependen...
In this paper we prove the large deviation principle for a class of random walks with state-dependen...
29 pagesWe prove a full large deviations principle in large time, for a diffusion process with rando...
: Suppose that the integers are assigned random variables f! i g (taking values in the unit interval...
Suppose that the integers are assigned random variables f! i g (taking values in the unit interval),...
Suppose that the integers are assigned random variables f! x ; x g (taking values in the unit inter...
In this work, we study the large deviation properties of random walk in a random environment on $\ma...
We take the point of view of the particle in a multidimensional nearest neighbor random walk in rand...
We derive properties of the rate function in Varadhan’s (annealed) large deviation principle for mul...
This thesis concerns the study of random walks in random environments (RWRE). Since there are two le...
Ž.We consider a one-dimensional random walk X in a randomn n environment of zero or strictly positiv...
In this paper, we are interested in some questions of Greven and den Hollander about the rate functi...
The large deviation principle is proved for the long time asymptotic of empirical measures associate...
The topic of this thesis is random walks in a sparse random environment (RWSRE) on $\mathbb{Z}$. Bas...
Abstract. Random walks as well as diffusions in random media are considered. Methods are developed t...
In this paper we prove the large deviation principle for a class of random walks with state-dependen...
In this paper we prove the large deviation principle for a class of random walks with state-dependen...
29 pagesWe prove a full large deviations principle in large time, for a diffusion process with rando...