The Lyapunov dimension of chaotic attractors is found to be almost equal to the delay time divided by the correlation time of the feedback driving force for three dynamical systems: Mackey-Glass model for white-cell production, optical bistable hybrid system, and nonlinear ring cavity. This discovery will enable experimentalists to estimate the complexity of a high-dimension system much more easily than by time-series methods, as illustrated by a hybrid experiment.
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Berre et al. (1987) studied this question.
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