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 …

The present study proposes a new fractional-order hyperchaotic memristor oscillator. The
proposed system is studied through numerical simulations and analyses, such as the …

Fractional-order circuit is a kind of circuit which contains fractional-order elements. It has
been proved that the fractional-order circuit has some characteristics which are hard to be …

A simple, short and efficient chaotic path planning algorithm is proposed for autonomous
mobile robots, with the aim of covering a given terrain using chaotic, unpredictable motion …

In this paper, a color image encryption algorithm based on the fractional-order multi-scroll
Chen chaotic system and DNA mutation principle is proposed. The dynamical performances …

Abstract The Internet of Things (IoT) has transformed the healthcare industry by enabling
new services and capabilities through connected devices and sensors. These devices, such …

In recent years, there are numerous studies on chaotic systems with special equilibrium
curves having various shapes such as circle, butterfly, heart and apple. This paper describes …

This paper introduces a study for the effect of using different floating-point representations
on the chaotic system's behaviour. Also, it offers a comparison between the attractors at …

This paper proposes FPGA realization of an IP core for generic fractional-order derivative
based on Grünwald-Letnikov approximation. This generic design is applied to achieve …

The ultimate focus of this paper is to provide a hyperchaos-based reconfigurable platform for
the real-time securing of communicating embedded systems interconnected in networks …