In this paper, a new chaotic memristor system is developed based on a well-known
nonlinear circuit. By replacing the nonlinear positive conductance of Shinriki's circuit with a …

Due to characteristics of memristor being highly similar to the principle and structure of
synapses in biological brains, memristor neural networks are widely studied. Discrete …

This paper designs a locally active memristor with two variable parameters based on Chua's
unfolding theorem. The dynamical behavior of the memristor is analyzed by employing …

Compared with most known singularly degenerate heteroclinic cycles consisting of two
different equilibria of a line or a curve, or two parallel lines of semi-hyperbolic equilibria, little …

As the shortest feedback loop of the nervous system, autapse plays an important role in the
mode conversion of neurodynamics. In particular, memristive autapses can not only facilitate …

The initial-offset boosted dynamics has attracted much attentions for its potential
applications in synchronous control and secure communication. This paper builds a five …

In this paper, the fully fixed-point digital integrated circuits of discrete memristive systems are
designed with very low circuit area cost, where the two-stage pipeline and multi-cycle …

A new three-dimensional chaotic flow is proposed in this paper. The system is the simplest
chaotic flow that has a line of equilibria. The chaotic attractor of the system is very special …

Extreme multi-stability is a newly introduced property observed in nonlinear dynamical
systems. Such systems have very rich dynamical solutions depending on both parameters …

The chaotic jerk system represents a class of nonlinear systems with unique, varied, and
interesting characteristics and behavior. In this study, we proposed a modified fractional …