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 …

When the polarity information in diffusionless Lorenz equations is preserved or removed, a
new piecewise linear hyperchaotic system results with only signum and absolute-value …

In this paper, the dynamics of the paradigmatic hyperchaotic oscillator with gyrators
introduced by Tamasevicius and co-workers (referred to as the TCMNL oscillator hereafter) …

This paper deals with various routes to hyperchaos with all three positive Lyapunov
exponents in a three-dimensional quadratic map. The map under consideration displays …

This letter presents a new hyperchaotic system, which was obtained by adding a nonlinear
quadratic controller to the first equation and a linear controller to the second equation of the …

Research in the synchronization of dynamical systems has been mainly focused on chaotic
rather than hyperchaotic systems and on continuous-time rather than discrete-time systems …

This paper illustrates an approach to generate multi-wing attractors in coupled Lorenz
systems. In particular, novel four-wing (eight-wing) hyperchaotic attractors are generated by …

This paper introduces an observer-based approach to achieve projective synchronization in
fractional-order chaotic systems using a scalar synchronizing signal. The proposed method …

In this paper an approach for generating new hyperchaotic attractors from coupled Chua
circuits is proposed. The technique, which exploits sine functions as nonlinearities, enables …

A systematic circuit design approach is proposed for experimental verification of
hyperchaotic 2-, 3-, 4-scroll attractors from a generalized Matsumoto–Chua–Kobayashi …