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We prove a weak version of the law of large numbers for multi-dimensional finite range ran- dom walks in certain mixing elliptic random environments.. This already improves
Key words: Random walk among random conductances, functional limit theorems, fractional kinetics, trap models.. AMS 2000 Subject Classification:
We also construct a planar random motion described by a particle moving at finite velocity and changing direction at times spaced by the fractional Poisson process N ν.. For this
This article contains an investigation of simple random walks on Galton-Watson trees conditioned to survive, and we will start by introducing some relevant branching process and
Lawler (1990): Non-intersection exponents for random walk and Brownian motion. Part II: Estimates and applications to a random
A central limit theorem for random walk in a random environment on marked Galton-Watson trees.. Gabriel
CENTRAL LIMIT THEOREMS FOR THE PRODUCTS OF RANDOM MATRICES SAMPLED BY A RANDOM WALK.. FR´ ED´ ERIQUE DUHEILLE-BIENVEN
We present a class of graphs where simple random walk is recurrent, yet two independent walkers meet only finitely many times almost surely.. In particular, the comb lattice,
