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 definition of fractional calculus is introduced into a 3D multi-attribute chaotic system in
this paper. The fractional multi-attribute chaotic system (FMACS) numerical solution is …

Extreme multistable systems can show vibrant dynamical properties and infinitely many
coexisting attractors generated by changing the initial conditions while the system and its …

Dynamical systems and Nonlinear Waves in Plasmas is written in a clear and
comprehensible style to serve as a compact volume for advanced postgraduate students …

In this paper, the definition of fractional calculus introduces a newly constructed discrete
chaotic map. Interestingly, when the order is extended to the improper fractional order, the …

The nonlinear ion-acoustic waves (IAWs) in a space plasma are capable of exhibiting
chaotic dynamics which can be applied to cryptography. Dynamical properties of IAWs are …

Based on Euler equation and energy analysis, a new five-dimensional (5D) hyperchaotic
system is proposed in this paper. The new system is a conservative system which conforms …

In this paper, a new chaotic map coupled with a memristor is constructed. Based on the
proposed discrete maps of sine and cosine functions, the discrete memristor is introduced …

Supernonlinear ion-acoustic waves (IAWs) and their multistability are studied under the
Zakharov-Kuznetsov (ZK) and modified ZK (mZK) equations in a rotating magnetized …

This paper investigates the dynamics of a 3D plasma system that has a single symmetric
double-wing attractor moving around symmetric equilibria. Therefore, it is reasonable to …