GENERALIZED LAG ANTI-SYNCHRONIZATION OF COUPLED CHAOTIC SYSTEMS

This paper aims to study the generalized lag anti-synchronization of two dynamical systems via linear transformation. The method is based on the stability criterion of linear systems and the lag anti-synchronization of driving and response systems are ensured by that all roots of characteristic equations of the jacobian matrix have negative real parts. The linear generalized lag anti -synchronization can be robustly achieved, without calculating the Lyapunov exponents. In the proposed method the functional relation between driving system and response system are also achieved.