The chaotic waterwheel model is a mechanical model that exhibits chaos and is also a
practical system that justifies the Lorenz system. The chaotic waterwheel model (or Malkus …

This paper deals with fractional differential equations with dependence on a Caputo
fractional derivative of real order. The goal is to show, based on concrete examples and …

The main subject of the monograph is the fractional calculus in the discrete version. The
volume is divided into three main parts. Part one contains a theoretical introduction to the …

Hyperspectral remote sensing images contain hundreds of data channels. Due to the high
dimensionality of the hyperspectral data, it is difficult to design accurate and efficient image …

We present a new numerical tool to solve partial differential equations involving Caputo
derivatives of fractional variable order. Three Caputo-type fractional operators are …

Image segmentation has been widely used in document image analysis for extraction of
printed characters, map processing in order to find lines, legends, and characters …

Accurate Li-ion battery modeling is integral to the design of effective battery management
systems in electric vehicles. However, the voltage–current (U–I) characteristic of Li-ion …

In this paper, we propose three systems, namely the fractional Lozi map, the fractional
Lorenz map, and the fractional flow map. We study some of the important dynamics of these …

This article deals with the existence of the solution of Hilfer–Katugampola fractional
derivatives, and we prove the stability results of the equilibrium point of the presented …

In privacy preserving data mining, the l‐diversity and k‐anonymity models are the most
widely used for preserving the sensitive private information of an individual. Out of these two …