The hallmark of fractional-order derivatives is a memory kernel to describe real-world
phenomena with a better approximation than classical calculus. In fractional-order chaotic …

Chaotic systems are hard to synchronize, and no general solution exists. The presence of
hidden attractors makes finding a solution particularly elusive. Successful synchronization …

This research study proposes a novel hyperchaotic finance system with profit margin and
then utilizes the Adomian Decomposition Method (ADM) to tackle the solution of the …

In this study, an adaptive nonsingular finite time control technique based on a barrier
function terminal sliding mode controller is proposed for the robust stability of n th-order …

The very high demand for chaotic systems in the fields of sciences, particularly in secure
communication, leads numerous researchers to build novel systems. This work announces a …

Fractional-order chaotic systems are a hot topic of research due to their applicability in all
related fields of science and engineering. For instance, they have been pointed out as a …

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 …

The optimization of fractional-order (FO) chaotic systems is challenging when simulating a
considerable number of cases for long times, where the primary problem is verifying if the …

The purpose of the article is to assess the maturity of systems for counteracting financial and
cyber fraud with the view of their future integration at global-level. The calculations made by …

In this paper, a snail-shaped chaotic system with large bandwidth is first introduced, it
contains two quadratic, one cubic and two quartic nonlinear terms. The new snail-shaped …