The study of dynamics on artificial neurons and neuronal networks is of great significance to
understand brain functions and develop neuromorphic systems. Recently, memristive …

A comprehensive review of symmetry and conditional symmetry is made from the core
conception of symmetry and conditional symmetry. For a dynamical system, the structure of …

A new 4D chaotic system with self-excited attractors or hidden attractors is designed and the
generation of self-excited attractors and hidden attractors depends on the parameters of the …

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 …

This paper proposes a simple no-equilibrium chaotic system with only one signum function
as compared with the existing no-equilibrium chaotic ones with at least one quadratic or …

This article presents a unified four-dimensional autonomous chaotic system with various
coexisting attractors. The dynamic behaviors of the system are determined by its special …

A new 4D chaotic system with infinitely many equilibria is proposed using a linear state
feedback controller in the Sprott C system. Although the new 4D chaotic system has only two …

By introducing a flux‐controlled memristor model with absolute value function, a 5D
multistable four‐wing memristive hyperchaotic system (FWMHS) with linear equilibrium …

In this paper, we further study the dynamic characteristics of the Yu–Wang chaotic system
obtained by Yu and Wang in 2012. The system can show a four‐wing chaotic attractor in any …

Based on the analysis of polarity balance and exhaustive computer searching, a series of
symmetric chaotic flows is found for hosting conditional symmetry. Symmetric structure …