Over the last two decades, stochastic resonance has continuously attracted considerable
attention. The term is given to a phenomenon that is manifest in nonlinear systems whereby …

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 …

We present an improved and enlarged version of our book Nonlinear-namics of Chaotic and
Stochastic Systems published by Springer in 2002. Basically, the new edition of the book …

Stochastic differential equations play an increasingly important role in modeling the
dynamics of a large variety of systems in the natural sciences, and in technological …

Stochastic resonance (SR) provides a glaring example of a noise-induced transition in a
nonlinear system driven by an information signal and noise simultaneously. In the regime of …

Interacting chaotic oscillators are of interest in many areas of physics, biology, and
engineering. In the biological sciences, for instance, one of the challenging problems is to …

We present the first observation of stochastic resonance (SR) in the human brain's visual
processing area. The novel experimental protocol is to stimulate the right eye with a …

In this contribution we present a brief introduction to the theory of synchronization of self-
sustained oscillators. Classical results for synchronization of periodic motions and effects of …

We study the response of one-and two-dimensional excitable media to external
spatiotemporal noise in terms of synchronization. The media are modeled by a finite-size …

Phase synchronization between cardiac and respiratory oscillations is investigated during
anesthesia in rats. Synchrograms and time evolution of synchronization indices are used to …