This paper announces a novel three-dimensional chaotic system with line equilibrium and
discusses its dynamic properties such as Lyapunov exponents, phase portraits, equilibrium …

A new 4D chaotic system with self-excited attractors or hidden attractors is designed and the
generation of self-excited attractors and hidden attractors depends on the parameters of the …

In this article, a chameleon cryptosystem, based not only on the properties of a chameleon
chaotic system but also on the dynamic DNA coding is proposed. The chaotic chameleon …

This study presents a novel adaptive non-singular Terminal Sliding Mode (TSM) control
procedure for the speedy and finite time stabilization of nonlinear Cyber-Physical Systems …

Chaos control remains a crucial area of study in nonlinear dynamics due to its ability to
enhance system stability and efficiency in various applications. This review thoroughly …

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 …

A dynamical model linking stress, social support, and health has been recently proposed
and numerically analyzed from a classical point of view of integer-order calculus. Although …

This paper introduces an innovative adaptive nonsingular Second-Order Terminal Sliding
Mode (SOTSM) control strategy specifically designed to stabilise disturbed nonlinear Cyber …

In this paper, a new approach is presented for stabilizing and synchronizing financial chaotic
systems. A new type‐3 (T3) fuzzy‐based system (FLS) with an online optimization scheme is …

The moment when stability moves to instability and order moves to disorder constitutes a
chaotic systems; such phenomena are characterized sensitively on the basis of initial …