A new type of four-wing chaotic attractors in 3-D quadratic autonomous systems

@inproceedings{WangANT,
  title={A new type of four-wing chaotic attractors in 3-D quadratic autonomous systems},
  author={Zenghui Wang and Guoyuan Qi and Yanxia Sun and Barend J. van Wyk and Micha{\"e}l A. van Wyk}
}
In this paper, several smooth canonical 3-D continuous autonomous systems are proposed in terms of the coefficients of nonlinear terms. These systems are derived from the existing 3-D four-wing smooth continuous autonomous chaotic systems. These new systems are the simplest chaotic attractor systems which can exhibit four wings. They have the basic… CONTINUE READING