In this work, we describe the model of a new 4-D hyperchaotic system with no balance point
and deduce that the new hyperchaotic system has a hidden attractor. We present a detailed …

This paper reports a new five-dimensional four-wing hyperchaotic system with hidden
attractor. First, this paper discusses the dynamic properties of the new four-wing system with …

Jerk systems are popular in mechanical engineering and chaotic jerk systems are used in
many applications as they have simple structure and complex dynamic properties. In this …

In n-dimensional systems, finding of (n-2) positive Lyapunov exponents (LEs) with the
largest Lyapunov exponents is more motivating, vital, and hard compared to other traditional …

A new 4-D dynamical system with hyperchaos is reported in this work. It is shown that the
proposed nonlinear dynamical system with hyperchaos has no equilibrium point. Hence, the …

Currently, cryptography plays a major role in various computer and technological
applications. With the high number of internet users, the use of cryptography to provide …

A 3-D new chaotic system with five nonlinearities is proposed in this paper. A novel feature
of our chaotic system is that there is no linear term in it. We also show that the chaotic system …

A new four-dimensional chaotic system with only two quadratic nonlinearities is proposed in
this paper. It is interesting that the new chaotic system exhibits a two-wing strange attractor …

Dynamical systems have received great attention because of their wide applications in the
real world in various fields. These systems can range from simple models of physical …

A new four-dimensional hyperchaotic hyperjerk system with four nonlinearities is proposed
in this paper. The dynamical properties of the new hyperjerk system are described in terms …