Adaptive sliding mode control of a novel class of fractional-order chaotic systems
Recently, control and synchronization of fractional chaotic systems have increasingly attracted much attention in the fractional control community. In this paper we introduce a novel class of fractional chaotic systems in the pseudo-state space and propose an adaptive sliding mode control scheme to stabilize the chaotic systems in the presence of uncertainties and external disturbances whose bounds are unknown. To verify the effectiveness of the proposed adaptive sliding mode control technique, numerical simulations of control design of fractional Lorenz's system and Chen's system are presented.
Global stability of almost periodic solution of a class of neutral-type BAM neural networks
Study on Topology of the Set of Equilibrium Points of Longitudinal Dynamics of Hypersonic Vehicles