Synchronisation of chaotic systems is an important research problem in chaos theory. In this
research work, a novel sliding mode control method is proposed for the global chaos …

This paper presents a 5-D hyperchaotic Rikitake dynamo system with three positive
Lyapunov exponents which is derived by adding two state feedback controls to the famous 3 …

This research work describes the design and SPICE implementation of a 12-term novel
hyperchaotic system with four quadratic nonlinearities. The Lyapunov exponents of the …

This paper proposes a eight-term 3-D polynomial chaotic system with three quadratic
nonlinearities and describes its properties. The maximal Lyapunov exponent (MLE) of the …

This research work proposes a five-term 3-D novel conservative chaotic system with a
quadratic nonlinearity and a quartic nonlinearity. The conservative chaotic systems have the …

This research work introduces a six-term novel 3-D polynomial chaotic system with three
quadratic nonlinearities. Phase portraits and detailed qualitative analysis of the polynomial …

This research work proposes a seven-term novel 3-D chaotic system with three quadratic
nonlinearities and analyses the fundamental properties of the system such as dissipativity …

Chaos theory has wide applications and its importance can be seen by the voluminous
publications on various applications in several branches of science, commerce and …

In this research work, an eight-term 3-D novel chaotic system with an exponential
nonlinearity has been derived. The basic qualitative properties of the 3-D chaotic system …

This paper derives new results for the adaptive backstepping controller design for the anti-
synchronization of identical WINDMI systems (Wind-Magnetosphere-Ionosphere models) …