It has been demonstrated that a piecewise-linear system can generate chaos under suitable conditions. This paper proposes a novel method for simultaneously creating two symmetrical chaotic attractor - an upper-attractor and a lower-attractor - in a 3D linear autonomous system. Basically dynamical behaviors of this new chaotic system are further investigated. Especially, the chaos formation mechanism is explored by analyzing the structure of fixed points and the system trajectories
Based on the heteroclinic Shil’nikov theorem and switching control, a kind of multipiecewise linear ...
In this paper, a novel four-dimensional chaotic system with three quadratic nonlinearities and only ...
"In this paper, we present a mechanism of generation of a class of switched dynamical system without...
This paper presents several new chaos generators, switching piecewise-linear controllers, which can ...
Abstract—This paper presents several new chaos generators, switching piecewise-linear controllers, w...
We propose in this paper a new simple continuous-time piecewise-linear three dimensional system for ...
A systematic methodology for generating multifolded torus chaotic attractors from a simple three-dim...
International audienceThe present paper introduces a new techniques to generate several independent ...
zeraoulia @ mail.univ-tebessa.dz, zelhadj12 @ yahoo.fr Abstract. We propose in this paper a new sim...
The analysis of chaotic attractor generation is given, and the generation of novel chaotic attractor...
In this work we introduce a square chaotic attractor based on the collision of two heteroclinic orbi...
The study of hidden attractors plays a very important role in the engineering applications of nonlin...
International audienceThe present paper introduces a new method to generate several independent peri...
A novel generation method of chaotic attractor is introduced in this paper. The underlying mechanism...
This paper introduces a new 3-D quadratic autonomous system, which can generate two coexisting singl...
Based on the heteroclinic Shil’nikov theorem and switching control, a kind of multipiecewise linear ...
In this paper, a novel four-dimensional chaotic system with three quadratic nonlinearities and only ...
"In this paper, we present a mechanism of generation of a class of switched dynamical system without...
This paper presents several new chaos generators, switching piecewise-linear controllers, which can ...
Abstract—This paper presents several new chaos generators, switching piecewise-linear controllers, w...
We propose in this paper a new simple continuous-time piecewise-linear three dimensional system for ...
A systematic methodology for generating multifolded torus chaotic attractors from a simple three-dim...
International audienceThe present paper introduces a new techniques to generate several independent ...
zeraoulia @ mail.univ-tebessa.dz, zelhadj12 @ yahoo.fr Abstract. We propose in this paper a new sim...
The analysis of chaotic attractor generation is given, and the generation of novel chaotic attractor...
In this work we introduce a square chaotic attractor based on the collision of two heteroclinic orbi...
The study of hidden attractors plays a very important role in the engineering applications of nonlin...
International audienceThe present paper introduces a new method to generate several independent peri...
A novel generation method of chaotic attractor is introduced in this paper. The underlying mechanism...
This paper introduces a new 3-D quadratic autonomous system, which can generate two coexisting singl...
Based on the heteroclinic Shil’nikov theorem and switching control, a kind of multipiecewise linear ...
In this paper, a novel four-dimensional chaotic system with three quadratic nonlinearities and only ...
"In this paper, we present a mechanism of generation of a class of switched dynamical system without...