The main goal in this article is synchronization of fractional-order uncertain chaotic systems
in the finite time. For this aim, a terminal sliding mode controller with fractional sliding …

This paper is considered with a bipartite quasi synchronization of a fractional order signed
network consisting of a group of antagonistic coupled neural networks. The objective is to …

A four-dimensional autonomous hyperchaotic system is constructed, and the basic
characteristics of the system are studied by the power spectrum, Poincaré maps, 0–1 test …

This article investigates the problem of adaptive sliding synchronization for Duffing-Holmes
fractional-order chaotic systems in the presence of dead-zone, disturbance, and uncertainty …

In this paper, a range of chaotic systems with some interesting behaviors such as multi-scroll
attractors, self-excited and hidden attractors, period-doubling to chaos, periodic and chaotic …

The generalized fractional derivative is a useful tool for describing the mechanical property
of viscoelastic dampers in vehicles. However, the complex integral form of the generalized …

In this paper, a hybrid control approach combining adaptive backstepping and fuzzy sliding
mode control is proposed for the synchronization of two Rossler chaotic systems. The …

This briefly investigates the bipartite finite time synchronization in fractional-order impulsive
signed networks (FISNs), where there exist antagonistic communication links between …

This paper presents the design of an adaptive controller that solves the synchronization
control problem of two identical Nwachioma chaotic systems in a master‐slave …

In this paper, we obtain multiple attractors and periodicity using differential and integral
operators with power-law and Mittag-Leffler law for the coupled dynamical El Niño/La Niña …