By introducing a memristor to the jerk system, a four-dimensional (4D) chaotic system is
proposed. This system has five line equilibrium points with different stability. The extremely …

In this paper, we build a simple chaotic circuit by introducing a new magnetic flux-controlled
memristor model. The basic dynamics, such as the type of equilibrium point, phase diagram …

This paper proposes a new no‐equilibrium chaotic system that has the ability to yield
infinitely many coexisting hidden attractors. Dynamic behaviors of the system with respect to …

A Locally active memristors can mimic neural synapses, resulting in rich neuro-
morphological dynamics in biological neurons. To illustrate the impact of a local active …

A simple memristive chaotic jerk system with one variable to represent the internal state is
found. The proposed equilibria‐free memristive system yields hidden chaotic oscillation in a …

This paper addresses the transient behavior mechanism analysis of a new chaotic system.
Interesting transient behaviors of the new system are analyzed under the attractor merging …

In this paper, a fourth-order hyperchaotic circuit with smooth diode-based nonlinearity is
modified from the Tamaševičius oscillator. The hyperchaotic circuit has both simple topology …

由于在混沌系统中, 具有多稳态性和可调数目的混沌吸引子在安全通信中有着重要的研究潜力,
因此试图建立一个具有多稳态性和可调数目的混沌系统是有意义的. 针对此问题 …

We address the stabilization of an incommensurate class of time-varying nonlinear uncertain
real order systems associated with ultimate random initial-time. New global stabilization …

Silicon-based semiconductor devices have sustained Moore s Law for a long time. However,
with the downscaling of devices, the focus of the industry has shifted toward alternative …