Random Walk in deterministically changing environment

Abstract

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.

References in corpus (1)

• Random Walk in Dynamic Markovian Random Environment

Cited by in corpus (6)

• Random walks in dynamic random environments: A transference principle
• Random walks in space time mixing environments
• Limit theorems for random walks in dynamic random environment
• Diffusion in Energy Conserving Coupled Maps
• Non-perturbative approach to random walk in markovian environment
• Transport in partially hyperbolic fast-slow systems