Random walks in dynamic random environments

Avena, L. (2010)

Doctoral Thesis

Random walks in dynamic random environments are random walks evolving according to a random transition kernel, i.e., their transition probabilities depend on a stochastic process called dynamic random environment. In this thesis, we study asymptotic properties of such random walks on the integer lattice, in which the dynamic random environment is given by an interacting particle system.

• Dynamic random environments
• Interacting particle systems
• Random media
• Random walks in random environments

• All authors: Avena, L.
• Supervisor: Hollander, W.T.F. den
• Qualification: Doctor (dr.)
• Awarding Institution: Faculty of Science, Leiden University
• Date: 2010-10-26
• Sponsorship: Stieltjes Institute for Mathematics