Generalized Synchronization for a Class of Nondifferentially Flat and Liouvillian Chaotic Systems

@inproceedings{MartnezGuerra2015GeneralizedSF,
  title={Generalized Synchronization for a Class of Nondifferentially Flat and Liouvillian Chaotic Systems},
  author={Rafael Mart{\'i}nez-Guerra and Claudia A. P{\'e}rez-Pinacho and Gian Carlo G{\'o}mez-Cort{\'e}s},
  year={2015}
}
In this chapter, we study the problem of generalized synchronization (GS) for a class of nondifferentially flat and Liouvillian systems. In nonlinear systems, the GS of a state exists if it is possible to define a mapping such that the states of one system are equal to those of another. From the point of view of differential algebra, we propose a very special transformation in order to achieve GS for this class of systems that have a nonflat output. The transformation is generated via the… CONTINUE READING

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