A novel sliding controller design for the anti-synchronization of identical four-scroll novel chaotic systems

Synchronization of different types, control and regulation of chaotic systems are important areas of research in the control literature and various methods have been adopted for these research problems. Also, the discovery of novel chaotic systems in various applications, their qualitative properties and the control of such systems are also important research areas in chaos theory. In this research work, we present a novel SMC procedure for the anti-phase synchronization of systems with identical dynamics. An application of this novel SMC procedure is the design of an anti-synchronizing controller for four-scroll chaotic systems. The sliding control results for the novel four-scroll chaotic systems are elucidated with numerical plots using MATLAB.