Classical diffusion of single particles on lattices with frozen-in disorder is surveyed. The
methods of continuous-time random walk theory are pedagogically developed and …

Nonequilibrium systems driven by additive or multiplicative dichotomous Markov noise
appear in a wide variety of physical and mathematical models. We review here some …

In view of the interest in the occurrence of anomalous diffusion (< r 2 (t)>∼ t 2H, 0< H< 1 2)
in several physical circumstances, we study anomalous diffusion per se in terms of exactly …

We investigate the first passage statistics of active continuous time random walks with
Poissonian waiting time distribution on a one dimensional infinite lattice and a two …

The first, the biggest, and other such considerations Page 1 Journal of Statistical Physics, Vol.
42, Nos. 1/2, 1986 The First, The Biggest, and Other Such Considerations Katja Lindenberg 1 …

Mean first-passage times (MFPT) of non-Markovian processes driven by Markovian two-
state noise of finite correlation time are considered. Absorbing as well as reflecting boundary …

In a classical random walk model, a walker moves through a deterministic d-dimensional
integer lattice in one step at a time, without drifting in any direction. In a more advanced …

First-passage time statistics in disordered systems exhibiting scale invariance are studied
widely. In particular, long trap** times in energy or entropic traps are fat-tailed distributed …

We study the random walk of a particle in a random comb structure, both in the presence of a
biasing field and an the field-free case. We show that the mean-field treatment of the …

Nucleosomes are the fundamental building blocks of chromatin that not only help in the
folding of chromatin, but also in carrying epigenetic information. It is known that nucleosome …