We consider the continuous time symmetric random walk with a slow bond on ℤ, which rates are equal to 1/2 for all bonds, except for the bond of vertices {−1, 0}, which associated rate is given by αn−β ...

Random walks in random environments constitute a pivotal area of research at the interface of probability theory, statistical physics and mathematical modelling. This field investigates stochastic ...

The study of random walks in complex networks has emerged as a pivotal area of research, offering insights into diffusion processes, transport phenomena, and search efficiency in systems ranging from ...