The topic associated with hidden attractor and multistability has been received considerable
attention recently. In this paper, a novel no-equilibrium Jerk-like chaotic system is …

Hyperjerk systems have received significant interest in the literature because of their simple
structure and complex dynamical properties. This work presents a new chaotic hyperjerk …

This paper presents a 5-D hyperchaotic Rikitake dynamo system with three positive
Lyapunov exponents which is derived by adding two state feedback controls to the famous 3 …

Chaos modelling, chaos control and chaos synchronisation are active areas in chaos theory,
while research in these areas has potential applications in many fields like nonlinear optics …

Chaos theory has a manifold variety of applications in science and engineering. In this
paper, new chemical chaotic reactor equations are derived by modifying the chemical …

This work proposes and systematically investigates the dynamics of a novel snap system
with a single parameterized nonlinearity in the form φ k (z)= 0.5 (exp (kz)− exp (− z)). The …

Recent research has shown the importance of biological control in many biological systems
appearing in nature. This paper investigates research in the dynamic and chaotic analysis of …

Chaos is an important applied area in nonlinear dynamical systems and it is applicable to
many real-world systems including the biological systems. Nerve membranes are known to …

In this paper, a novel fourth-order autonomous hyperjerk circuit is proposed and the
corresponding dynamics is systematically analyzed. Two anti-parallel semiconductor diodes …

Chaos theory has a lot of applications in science and engineering. This paper first details the
qualitative properties of the forced Van der Pol chaotic oscillator, which has important …