In honor of his 75th birthday, we review the prominent works of Professor Julien Clinton
Sprott in chaos and nonlinear dynamics. We categorize his works into three important …

Sažetak We investigate a three-dimensional (3D) robust chaotic system which only holds
two nonhyperbolic equilibrium points, and finds the complex dynamical behaviour of …

A paper,“Non-existence of Shilnikov chaos in continuous-time systems” was published in the
journal Applied Mathematics and Mechanics (English Edition). The authors gave sufficient …

In this paper ten new chaotic nonlinear autonomous systems are presented. These systems
were found by using the Monte Carlo method and they characterized by having one of their …

This paper mainly investigates the dynamical behaviors of a chaotic system without~ silnikov
orbits by the normal form theory. Both the stability of the equilibria and the existence of local …

This paper discusses a simple yet interesting three-dimensional autonomous quadratic
chaotic system, which has two fixed points of saddle-focus type but does not belong to the …

This paper investigates a simplified five-term chaotic system with exponential quadratic term
by detailed theoretical analysis as well as dynamic simulation, including some basic …

Debido a que el Teorema 1 de (Elhadj and Sprott, 2012) es erróneo, algunos de los
sistemas encontrados en el artículo (Casas-García et al. 2016) pueden tener orbitas …

Resumen ALGABA, A.; FERNANDEZ-SANCHEZ, F.; MERINO, M. y RODRIGUEZ-LUIS, AJ.
Comments on “Asymptotically stable equilibrium points in new chaotic systems”. Nova …

The parallel inductor-capacitor-memristor circuit is one of the simplest circuits generating
complex behaviors. In this work, a study of dynamical phenomena existing in this circuit is …