Extreme events gain the attention of researchers due to their utmost importance in various
contexts ranging from climate to brain. An observable that deviates significantly from its long …

Chaotic systems can yield a wide variety of patterns. Here we use this feature to generate all
possible fundamental logic gate functions. This forms the basis of the design of a dynamical …

We demonstrate the ability of lattices of coupled chaotic maps to perform simple
computations. This dynamical system is shown to emulate logic gates, encode numbers, and …

Understanding and predicting uncertain things are the central themes of scientific evolution.
Human beings revolve around these fears of uncertainties concerning various aspects like a …

We describe and discuss in detail some recent results by Sinha and Ditto [Phys. Rev. Lett.
81, 2156 (1998)] demonstrating the capacity of a lattice of threshold coupled chaotic maps to …

The origin of self-organized criticality in a model without conservation law [Z. Olami, H.
Feder, and K. Christensen, Phys. Rev. Lett. 68, 1244 (1992)] is studied. The initially periodic …

This Letter proposes a novel thresholding approach for creating multi-scroll chaotic
attractors. The general jerk circuit and Chua's circuit with sine nonlinearity are then used as …

We notice signatures of extreme eventslike behavior in a laser based Ikeda map. The
trajectory of the system occasionally travels a large distance away from the bounded chaotic …

We consider a random network of nonlinear maps exhibiting a wide range of local dynamics,
with the links having normally distributed interaction strengths. The stability of such a system …

We report the experimental verification of thresholding as a versatile tool for efficient and
flexible chaos control. The strategy here simply involves monitoring a single state variable …