In this paper, the robust synchronization problem for coupled chaotic Nd:YAG lasers is
addressed.... more In this paper, the robust synchronization problem for coupled chaotic Nd:YAG lasers is addressed. We resort to complex systems theory to achieve chaos synchronization. Based on stability theory, it is shown that the state trajectories of the perturbed error synchronization are ultimately bounded, provided the unperturbed synchronization error system is exponentially stable, and some conditions on the bounds of the perturbation terms are satisfied. So that, encoding, transmission, and decoding in chaotic optical communications are presented. We analyze the transmission and recovery of encrypted information when parameter mismatches are considered. Computer simulations are provided to show the effectiveness of this robustness synchronization property, we present the encrypted transmission of image messages, and we show that, the transmitted image is faithfully recovered.
In this paper, the robust synchronization problem for coupled chaotic Nd:YAG lasers is
addressed.... more In this paper, the robust synchronization problem for coupled chaotic Nd:YAG lasers is addressed. We resort to complex systems theory to achieve chaos synchronization. Based on stability theory, it is shown that the state trajectories of the perturbed error synchronization are ultimately bounded, provided the unperturbed synchronization error system is exponentially stable, and some conditions on the bounds of the perturbation terms are satisfied. So that, encoding, transmission, and decoding in chaotic optical communications are presented. We analyze the transmission and recovery of encrypted information when parameter mismatches are considered. Computer simulations are provided to show the effectiveness of this robustness synchronization property, we present the encrypted transmission of image messages, and we show that, the transmitted image is faithfully recovered.
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Papers by Didier Lopez-Mancilla
addressed. We resort to complex systems theory to achieve chaos synchronization. Based
on stability theory, it is shown that the state trajectories of the perturbed error synchronization
are ultimately bounded, provided the unperturbed synchronization error system is
exponentially stable, and some conditions on the bounds of the perturbation terms are satisfied.
So that, encoding, transmission, and decoding in chaotic optical communications are
presented. We analyze the transmission and recovery of encrypted information when
parameter mismatches are considered. Computer simulations are provided to show the
effectiveness of this robustness synchronization property, we present the encrypted transmission
of image messages, and we show that, the transmitted image is faithfully
recovered.
addressed. We resort to complex systems theory to achieve chaos synchronization. Based
on stability theory, it is shown that the state trajectories of the perturbed error synchronization
are ultimately bounded, provided the unperturbed synchronization error system is
exponentially stable, and some conditions on the bounds of the perturbation terms are satisfied.
So that, encoding, transmission, and decoding in chaotic optical communications are
presented. We analyze the transmission and recovery of encrypted information when
parameter mismatches are considered. Computer simulations are provided to show the
effectiveness of this robustness synchronization property, we present the encrypted transmission
of image messages, and we show that, the transmitted image is faithfully
recovered.