In this paper, a new memristor-based fourth-order hyperchaotic circuit that can generate
multiple vortex volumes is constructed with the aid of a cosine memristor proposed by …

Interest in studies on fractional calculus and its applications has greatly increased in recent
years. Fractional-order analysis has the potential to enhance the dynamic structure of …

Fractional-order (FO) chaotic systems exhibit random sequences of significantly greater
complexity when compared to integer-order systems. This feature makes FO chaotic systems …

Chaotic systems are often used in cryptology applications thanks to their complex dynamic
structures. By increasing the dynamic diversity of chaotic systems through fractional-order …

Due to the experimental realization of memristor circuit elements, research on memristors
and memristor-based circuits has surged. Because of their nonvolatile and nonlinear …

This study proposes a novel chaotic attractor with seven terms in three simple ordinary
differential equations involving a line and unstable equilibria. The complex dynamical …

The synchronization issue between fractional-order quaternion-valued neural networks with
different structures is more common than that with the same structure in the real world. This …

In recent years, there has been a significant surge in interest in studies related to fractional
calculus and its applications. Fractional-order analysis holds the potential to enhance the …

In this paper, a two Degrees of freedom manipulator in the form of Quanser QUBE-Servo 2
system is used. It is an unstable system having non-minimum phase with right half s-plane …

Chaotic systems, characterized by their sensitivity to initial conditions and the presence of
deterministic unpredictability, have garnered significant attention in various fields of science …