Chaos theory has a manifold variety of applications in science and engineering. There are
many systems in nature with several stable states, which are separated by energy barriers …

In the 1970s, nonlinear oscillations and bifurcations were discovered first by modelling and
then by experiments for the autocatalytic Brusselators and the Belousov-Zhabotinsky (BZ) …

This paper introduces the projective synchronization of different fractional-order multiple
chaotic systems with uncertainties, disturbances, unknown parameters, and input …

Chaos theory has a manifold variety of applications in science and engineering. In this
paper, new chemical chaotic reactor equations are derived by modifying the chemical …

A 3-D novel hidden chaotic attractor with no equilibrium point is proposed in this paper. The
dynamical properties of the new chaotic system are described in terms of phase portraits …

Memristor-based systems and their potential applications, in which memristor is both a
nonlinear element and a memory element, have been received significant attention in the …

In this work, a novel conservative four-dimensional chaotic system without linear term is
proposed. The fundamental qualitative properties of the novel chaotic system are described …

This work presents an adaptive gain fixed-time synchronization of a seven-term
hyperchaotic 4D system, along with its analog circuitry realizations. To facilitate a simplistic …

In this work, we explore the superposition of two well-known chaotic oscillators, namely, the
Duffing double-well and the forced van der Pol with the fractional order derivative. The …

Memristor-based systems and their potential applications, in which memristor is both a
nonlinear element and a memory element, have been received significant attention in the …