High implementation complexity of multi-scroll circuit is a bottleneck problem in real chaos-
based communication. Especially, in multi-scroll Chua's circuit, the simplified …

Although multiwing hidden attractor chaotic systems have attracted a lot of interest, the
currently reported multiwing hidden attractor chaotic systems are either with no equilibrium …

In this contribution, a new four-wing chaotic system with a smooth piecewise quadratic
nonlinearity is introduced. The novel system is inspired from the cubic one introduced by …

Lorenz system, as the first classical chaotic system, has been intensively investigated over
the last four decades. Based on the sawtooth wave function, this paper initiates a novel …

It is very important to generate hyperchaotic attractor with more complicated dynamics for
theoretical research and practical application. The paper proposes a novel method to …

Discovering unknown features of no-equilibrium systems with hidden strange attractors is an
attractive research topic. This paper presents a novel no-equilibrium chaotic system that is …

This Letter introduces a new chaotic member to the three-dimensional smooth autonomous
quadratic system family, which derived from the classical Lorenz system but exhibits a three …

This paper initiates a systematic methodology for generating various grid multiwing
hyperchaotic attractors by switching control and constructing super-heteroclinic loops from …

This paper presents a new four-dimensional (4-D) smooth quadratic autonomous chaotic
system, which can present periodic orbit, chaos, and hyper-chaos under the conditions on …

Chaotic systems generating multi-wing attractors have received considerable attention in the
literature. In this work, we propose a novel three-dimensional chaotic system with hyperbolic …