A new three-dimensional (3D) memristive HR neuron model is presented, which is improved
from an existing memristive HR neuron model using a memristor synapse with sine …

We present a simple yet highly dimensional hybrid diode bridge circuit network that can
exhibit complex chaotic behaviours. Further, since our network is characterised by smooth …

When possessing a potential difference between two neurons, an electromagnetic induction
current appears in the Hopfield neural network (HNN), which can be emulated by a flux …

When chaotic sequences are used in engineering applications, their oscillating amplitudes
need to be adjusted nondestructively. To accommodate this issue, this article presents a …

In this paper, a new four-dimensional dissipative chaotic system which can produce multiple
asymmetric attractors is designed and its dynamical behaviors are analyzed. The basin of …

In this review, we categorize chaotic systems with special properties in their equilibrium into
eight groups: Systems with no equilibrium (NE), systems with stable equilibrium (SE) …

Initial-dependent extreme multi-stability and offset-boosted coexisting attractors have been
significantly concerned recently. This paper constructs a novel five-dimensional (5-D) two …

In this paper, we investigate some unrevealed features of a newly introduced megastable
chaotic oscillator. This oscillator has a rich dynamical behavior including limit cycle, torus …

Designing low-dimensional discrete maps with initial-dependent coexisting property is an
attractive but challenging task. The coexisting property of a discrete map can be featured by …

This article is concerned with the global existence and random dynamics of the non-
autonomous p-Laplacian lattice system defined on the entire integer set driven by infinite …