In this contribution, the problem of multistability control in a simple model of 3D HNNs as
well as its application to biomedical image encryption is addressed. The space …

In recent years, tremendous research efforts have been devoted to simple chaotic oscillators
based on jerk equation that involves a third-time derivative of a single variable. In the …

Hidden attractors have received considerable interest in physics, mechanics and other
dynamical areas recently. This paper introduces a novel autonomous system with hidden …

Due to the potential difference between two neurons and that between the inner and outer
membranes of an individual neuron, the neural network is always exposed to complex …

A novel memristor-based oscillator derived from the autonomous jerk circuit (Sprott in IEEE
Trans Circuits Syst II Express Briefs 58: 240–243, 2011) is proposed. A first-order memristive …

In the present paper, a new memristor based oscillator is obtained from the autonomous
Jerk circuit [Kengne et al., Nonlinear Dynamics (2016) 83: 751̶765] by substituting the …

In this paper, a novel autonomous RC chaotic jerk circuit is introduced and the
corresponding dynamics is systematically investigated. The circuit consists of opamps …

Introduction to Mathematical Modeling and Chaotic Dynamics focuses on mathematical
models in natural systems, particularly ecological systems. Most of the models presented are …

This work investigates the nonlinear dynamics of a model of memristor based Hopfield
Neural Networks (HNNs). The investigations show that the memristive HNNs possesses …

Chua's circuit is one of the well-known nonlinear circuits which have been used to study a
rich variety of nonlinear dynamic behaviors such as bifurcation, chaos, and routes to chaos …