Rhythm generation mechanisms are very important for genetic network functions as well as
for the design of synthetic genetic circuits. A significant attention to date has been focused …

It is well known that overdamped unforced dynamical systems do not oscillate. However,
well-designed coupling schemes, together with the appropriate choice of initial conditions …

We consider a single Chua's circuit and a system of a unidirectionally coupled n-Chua's
circuits driven by a biharmonic signal with two widely different frequencies ω and Ω, where …

In networks of nonlinear oscillators, symmetries place hard constraints on the system that
can be exploited to predict universal dynamical features and steady states, providing a rare …

Disorder in parameters appears to influence the collective behavior of complex adaptive
networks in ways that might seem unconventional. For instance, heterogeneities may …

It is well known that overdamped unforced dynamical systems do not oscillate. However,
well-designed coupling schemes, together with the appropriate choice of initial conditions …

The occurrence of vibrational resonance is investigated in both classical and quantum
mechanical Morse oscillators driven by a biharmonic force. The biharmonic force consists of …

Over the past years, we have exploited the bistability features that are commonly found in
many individual sensors to develop a network-based [,;,;,;,;,;,;,;,] approach to modeling …

Recently, we have studied the emergence of oscillatory behavior in overdamped undriven
nonlinear dynamic systems subject to carefully crafted coupling schemes and operating …

We illustrate a scheme that exploits the theory of symmetry-breaking bifurcations for
generating a spatio-temporal pattern in which one of two interconnected arrays, each with N …