Mathematicians have devised different chaotic systems that are modeled by integer or
fractional-order differential equations, and whose mathematical models can generate chaos …

Nowadays, a huge amount of research is done on introducing and implementing new
fractional-order chaotic systems. In the majority of cases, the implementation is done using …

Nowadays, noninteger or fractional-order chaotic systems are very interesting topics to
engineers, physicists, and mathematicians because most real physical systems are …

A novel synthesis methodology of fractional-order chaotic systems, from the level of
nonlinear systems until their experimental verification using microcontrollers, is presented …

This introductory chapter summarizes recent advances on the simulation and electronic
implementations of integer and fractional-order chaotic oscillators. It highlights the …

Purpose This paper aims to introduce a novel 4D hyperchaotic fractional-order system which
can produce one-to-four-wing hyperchaotic attractors. In the study of chaotic systems with …

Systems with hidden attractors have been the hot research topic of recent years because of
their striking features. Fractional-order systems with hidden attractors are newly introduced …

The optimization of the Kaplan-Yorke dimension (DKY) of fractional-order chaotic oscillators
(FOCOs) is shown herein by applying two metaheuristics, namely: differential evolution and …

For the synchronization and control of fractional-order chaotic systems, knowing parameters
and orders is essential as well as being a hot topic. In this paper, the problem of parameters …

A novel three-dimensional fractional-order autonomous chaotic system marked by the ample
and complex coexisting attractors is presented. There are a total of seven terms including …