Infinite lines of equilibria exist in a new memristive system when a tangent function is
introduced for attractor self-reproducing. Lyapunov exponent spectra and bifurcation …

Hidden attractor is associated with the multistability phenomenon, which has important
application prospects in security communication. Recently, the study of multi-wing hidden …

This contribution proposes a novel chaotic hyperjerk circuit with the new phenomenon of
mixed-mode bursting oscillations (MMBOs). The bifurcation analysis of this specific oscillator …

Using an effective nonlinear feedback controller, a novel 4D hyperchaotic Lorenz system is
built. Dynamical analyses show that it has interesting properties. Using some well-known …

The non-linear analysis of undesired vibrations observed on hybrid electric vehicle (HEV)
powertrains is hardly developed in the literature. In this paper, a mathematical modeling of …

Multistability has been rarely explored in non-autonomous memristive circuit. To involve this
issue, a non-autonomous memristive Jerk circuit is proposed to disclose its generation of …

This paper mainly explores the self-reproducing dynamics in discrete-time system by
constructing a two-dimension map with infinitely many fixed points. Theoretical analysis …

The upsurge of discovering complex dynamics in simple chaotic systems is spring up in
academia. This essay is devoted to investigating extreme multistability in a simple chaotic …

Nonlinear systems with high dimension have received considerable attention recently due to
their possibility to exhibit complex dynamics including chaos, hyperchaos, pattern formation …

Van der Pol Equation is a special case of Liénard equations. Both oscillators have
significant historical importance. There are lots of different circuit topologies for Van der Pol …