Synchronization of nonlinear fractional order systems by means of PIrα reduced order observer

Robust synchronization of master-slave chaotic systems using approximate model: An experimental study

“…Note that the error dynamics given in (11) mimics the one for the CSTSM controller presented in [28]. Using a Lyapunov function based argument, it has been shown there that for some positive and sufficiently large values of k 1 , k 2 and L, the system ( 11) is UFTS and then…”

“…This problem has been studied very widely in the literature and as such various results are available. Various control approaches have been applied or can be applied for masterslave synchronization of chaotic systems, for example, linear output-feedback [10], linear state-feedback [11], state feedback linearization [12], sliding-mode [13], adaptive sliding-mode [14], proportional-derivative controller [15], nonlinear H ∞ controller [16], active disturbance rejection control [17] etc. Most of these controllers provide relatively good performances.…”