Recently, fractional calculus has attracted much attention since it plays an important role in
many fields of science and engineering. Especially, the study on stability of fractional …

Several topics related to the dynamics of fractional-order neural networks of Hopfield type
are investigated, such as stability and multi-stability (coexistence of several different stable …

Fractional calculus is closer to reality and has the same memory characteristics as
memristor. Therefore, a fractional-order multistable locally active memristor is proposed for …

The book presents qualitative results for different classes of fractional equations, including
fractional functional differential equations, fractional impulsive differential equations, and …

In this paper, a fractional-order recurrent neural network is proposed and several topics
related to the dynamics of such a network are investigated, such as the stability, Hopf …

Bifurcation and control of fractional-order systems are still an outstanding problem. In this
paper, a novel delayed fractional-order model of small-world networks is introduced and …

This research investigates the impact of prey herd dread from the two types of predators
using a fractional-order-derivative model. The investigated model considers one type of prey …

In this work, we deal with the fractional-order SIS epidemic model with constant recruitment
rate, mass action incidence and variable population size. The stability of equilibrium points …

A fractional-order predator–prey biological economic system with Holling type II functional
response is proposed. Local stability and Hopf bifurcation of predator–prey systems have …

The present research deals with a novel three-dimensional fractional difference neural
network model within undamped oscillations. Both the frequency and the amplitude of …