We review the behavior of theoretical models of excitable systems driven by Gaussian white
noise. We focus mainly on those general properties of such systems that are due to noise …

Synchronization: From Simple to Complex is devoted to the fundamental phenomenon in
physics–synchronization that occurs in coupled non-linear dissipative oscillators. Examples …

Based on high quality surgery and scientific data, scientists and surgeons are committed to
protecting patients as well as healthcare staff and hereby provide this Guidance to address …

In order to analyse the possibilities of improving grid stability on island systems by local
demand response mechanisms, a multi-agent simulation model is presented. To support the …

We analyze the stochastic dynamics of a bistable system under the influence of time-
delayed feedback. Assuming an asymmetric potential, we show the existence of a regime in …

We investigate globally coupled stochastic three-state oscillators, which we consider as
general models of stochastic excitable systems. We compare two situations: in the first case …

We consider a simple Markovian class of the stochastic Wilson–Cowan type models of
neuronal network dynamics, which incorporates stochastic delay caused by the existence of …

This paper describes a dynamic system a system that develops order only when dissipating
energy comprising millimeter to centimeter scale gears that self-assemble into a simple …

We consider stochastic excitable units with three discrete states. Each state is characterized
by a waiting time density function. This approach allows for a non-Markovian description of …

Based on experiments with electronic circuits, we show how a system of coupled excitable
units can possess several noise-induced oscillatory modes. We characterize the multimode …