By introducing a flux‐controlled memristor with quadratic nonlinearity into a 4D hyperchaotic
system as a feedback term, a novel 5D hyperchaotic four‐wing memristive system (HFWMS) …

The average value of a system variable determines the position of its attractor. When the
offset parameters come together and get disappeared after an algebraic operation, the …

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 …

This paper presents a new chaotic system that has four attractors including two fixed point
attractors and two symmetrical chaotic strange attractors. Dynamical properties of the …

A novel symmetrical four-wing fourth-order chaotic system is constructed. The basic dynamic
characteristics of the system were analyzed by phase diagram, bifurcation diagram …

To further understand the dynamical characteristics of chaotic systems with a hidden
attractor and coexisting attractors, we investigated the fundamental dynamics of a novel …

Combing with the generalized Hamiltonian system theory, by introducing a special form of
sinusoidal function, a class of n-dimensional (n= 1, 2, 3) controllable multi-scroll …

In this paper, a novel four-dimensional autonomous chaotic system based on memristive
diode bridge is presented, and it consists of a simple linear oscillation and a memristor …

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 …

In this paper, a new multistable chaotic system with memristor and memcapacitor for
fractional-order is constructed. A chaotic oscillator of parallel memcapacitor and memristor is …