The so called archetypal smooth and discontinuous (SD) oscillator with irrational
nonlinearity is a simple mass-spring system constrained to a straight line by a geometrical …

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

This research work describes a nine-term novel 3-D chaotic system with four quadratic
nonlinearities and details its qualitative properties. The phase portraits of the 3-D novel …

This research work proposes a six-term novel 3-D jerk chaotic system with two exponential
nonlinearities. This work also analyses system's fundamental properties such as …

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 …

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

This research work proposes a seven-term 3-D novel dissipative chaotic system with four
quadratic nonlinearities. The Lyapunov exponents of the 3-D novel chaotic system are …

An analysis of the passive dynamic walking of a compass-gait biped model under the OGY-
based control approach using the impulsive hybrid nonlinear dynamics is presented in this …

This paper addresses the problem of robust master-slave synchronization of chaos in a 1-
DoF impact mechanical oscillator with a single rigid constraint. The master is considered to …