Synchronization between fractional order complex chaotic systems with uncertainty

In this article, the synchronization between fractional order complex chaotic systems with uncertainty is considered using Active control method. Synchronization of the fractional order chaotic systems with uncertainty have already been studied in real variable, but for the case of complex variable it is first of its kind. Due to complexity and the presence of additional variables, it is more interesting and important for the researchers working on the real life problem. The fractional order complex Lorenz system and complex T-system are chosen to address the theoretical result in the presence of uncertain parameters. Numerical simulation is carried out using Adams-Bashforth-Moulton method for different particular cases, which reveals that the method is reliable and effective, even for fractional order complex chaotic systems, and in the presence of uncertain terms.