We consider a random walk with transition probabilities weakly dependent on an environment with a deterministic, but strongly chaotic, evolution. We prove that for almost all initial conditions of the environment the walk satisfies the CLT
We consider a model of random walk on Z^d, d≥ 2, in a dynamical random environment described by a fi...
. Let \Gamma act on a countable set V with only finitely many orbits. Given a \Gamma-invariant rando...
This thesis investigates one-dimensional random walks in random environment whose transition probabi...
We consider a random walk with transition probabilities weakly dependent on an environment with a ...
We prove a quenched central limit theorem for random walks with bounded increments in a randomly ...
We introduce the concept of a deterministically driven random walk in a random environment on a stat...
Motivated by the random Lorentz gas, we study deterministic walks in random environment and show tha...
We study a discrete-time random walk on the lattice Z^d in mutual interaction with a random field. T...
We consider a discrete time random walk in a space-time i.i.d. random environ-ment. We use a marting...
We consider a simple model of discrete-time random walk on Z, = 1, 2, . . . in a random environment...
AbstractWe study a discrete time random walk in Zv in a dynamic random environment, when the evoluti...
Random walks in dynamic random environments are random walks evolving according to a random transiti...
We consider a simple model of discrete-time random walk on Ζν, ν=1,2,... in a random environment ind...
International audienceWe consider random walks in dynamic random environments given by Markovian dyn...
Abstract. We describe afamily of random walks in random environments which have exponentially decayi...
We consider a model of random walk on Z^d, d≥ 2, in a dynamical random environment described by a fi...
. Let \Gamma act on a countable set V with only finitely many orbits. Given a \Gamma-invariant rando...
This thesis investigates one-dimensional random walks in random environment whose transition probabi...
We consider a random walk with transition probabilities weakly dependent on an environment with a ...
We prove a quenched central limit theorem for random walks with bounded increments in a randomly ...
We introduce the concept of a deterministically driven random walk in a random environment on a stat...
Motivated by the random Lorentz gas, we study deterministic walks in random environment and show tha...
We study a discrete-time random walk on the lattice Z^d in mutual interaction with a random field. T...
We consider a discrete time random walk in a space-time i.i.d. random environ-ment. We use a marting...
We consider a simple model of discrete-time random walk on Z, = 1, 2, . . . in a random environment...
AbstractWe study a discrete time random walk in Zv in a dynamic random environment, when the evoluti...
Random walks in dynamic random environments are random walks evolving according to a random transiti...
We consider a simple model of discrete-time random walk on Ζν, ν=1,2,... in a random environment ind...
International audienceWe consider random walks in dynamic random environments given by Markovian dyn...
Abstract. We describe afamily of random walks in random environments which have exponentially decayi...
We consider a model of random walk on Z^d, d≥ 2, in a dynamical random environment described by a fi...
. Let \Gamma act on a countable set V with only finitely many orbits. Given a \Gamma-invariant rando...
This thesis investigates one-dimensional random walks in random environment whose transition probabi...
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