id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-5131	Ahmed, Ghada	Analysis and Applications of the Chaotic Hyperbolic Memristor Model with Fractional Order Derivative	2024	17	.pdf	application/pdf	5722	329	48	Introduction The history of non-integer order systems in science and technology,which has been heavily influenced by fractional derivatives, has had a significant impact on the emer- gence of chaotic systems [37].Fractional derivatives are used to explain and resolve inte- gral equations as well as ordinary and partial differential equations as an extension of classical derivatives. The conse- quences of the modified Chua’s system explored by Tom et al. using fractional derivatives are only one example of the various current contributions of fractional derivatives in the field of fractional index chaotic systems[18].Recently, chaos dynamics control has been more well-liked due to a new trend of studying chaotic systems utilizing various mathe- matical and physical models, such as the Chen system with fractional order investigated by Chunguang and Guanrong[29].The study of chaotic regimes and the creation of low-power systems with rapid processing units both heavily rely on digital/analogue electronics and fractional index systems.	cache/ejpam-5131.pdf	txt/ejpam-5131.txt