GENERALIZED CONTINUOUS TIME RANDOM WALKS, MASTER EQUATIONS, AND FRACTIONAL FOKKER–PLANCK EQUATIONS
Continuous time random walks, which generalize random walks by adding a stochastic time between jumps, provide a useful description of stochastic transport at mesoscopic scales. The continuous time ...
In this paper, we characterize (mixtures of) bridges of a continuous time random walk with values in a countable Abelian group. Our main tool is a conditional version of Mecke's formula from the point ...
Research in random walks and search strategies in anomalous transport addresses the fundamental processes underpinning non-standard diffusion phenomena seen in heterogeneous and complex systems.
Some results have been hidden because they may be inaccessible to you
Show inaccessible results