The modified three-dimensional (3D) Morris–Lecar (M–L) model is very useful to understand
the spiking activities of neurons. The present article addresses the random dynamical …

Synchronization of genetic or cellular oscillators is a central topic in understanding the
rhythmicity of living organisms at both molecular and cellular levels. Here, we show how a …

The effect of signal integration through cis-regulatory modules (CRMs) on synchronization
and clustering of populations of two-component genetic oscillators coupled with quorum …

Feedback is a ubiquitous control mechanism of biological networks, and has also been
identified in a variety of regulatory systems and organisms. It has been shown that, for a …

Over the past decades, fly Drosophila melanogaster has being used as a premier model
organism to study molecular and genetic bases of circadian rhythms. Here the authors …

We study the onset and the adjustment of different oscillatory modes in a system of excitable
units subjected to two forms of noise and delays cast as external or internal according to …

An ensemble of stochastic genetic relaxation oscillators via phase-attractive or repulsive cell-
to-cell communication are investigated. In the phase-attractive coupling case, it is found that …

Numerical study of variations in coherence of spike trains produced by two stochastically
perturbed FitzHugh–Nagumo excitable systems with internal and coupling time-delays is …

Influence of small time-delays in coupling between noisy excitable systems on the
coherence resonance and self-induced stochastic resonance is studied. Parameters of …

The response of energy envelop in complex nonlinear oscillator networks to stochastic
excitations is studied. First, by using the stochastic averaging method for quasi …