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Based on the system stability theory，a new tracking control method is proposed to acquire asymptotically generalized projective synchronization of full states of a complex dynamos system and arbitrary trajectories. It also allows us to drive a complex dynamos system to arbitrary periodic orbits or fixed point. The technique can direct the scaling factor to a desired value. Sinusoidal waves，chaotic systems，hyper-chaotic systems and fixed points are taken as examples respectively. Numerical simulation results are presented to demonstrate the effectiveness of the proposed method.
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Keywords:
- complex dynamos chaotic system /
- tracking control /
- generalized projective synchronization /
- fixed points
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