We study by numerical methods the phase dynamics in ballistic graphene-based short
Josephson junctions. A superconductor-graphene-superconductor system exhibits …

Non-interacting Brownian particles obey Langevin equations fulfilling a fluctuation–
dissipation relation between friction and thermal noise. Under a linear potential (constant …

We carry out a detailed study of the motion of particles driven by a constant external force
over a landscape consisting of a periodic potential corrugated by a small amount of spatial …

We consider the diffusive properties of Brownian motion in a biased periodic potential. We
relate the effective diffusion coefficient to the solution of two coupled time-independent …

We examine renewal processes with power-law waiting time distributions (WTDs) and non-
zero drift via computing analytically and by computer simulations their ensemble and time …

Using extensive numerical studies we demonstrate that absolute negative mobility of a
Brownian particle (ie the net motion into the direction opposite to a constant biasing force …

Diffusion in tilted washboard potentials can paradoxically exceed free normal diffusion. The
effect becomes much stronger in the underdamped case due to inertial effects. What …

We study the effect of an asymmetry on the transport properties of an active Brownian
particle. We demonstrate the existence of a critical force or, more generally, of a critical …

Thermal-induced transitions between multistable states hold significant interest in stochastic
thermodynamics and dynamical control with nanomechanical systems. Here, we study …

We study the dynamics of a Brownian particle in a strongly correlated quenched random
potential defined as a periodically–extended (with period L) finite trajectory of a fractional …