Approximating entropy of maps of the interval
Louis Block, Ethan M. Coven (1989)
Banach Center Publications
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Displaying similar documents to “A counterexample to a statement concerning Lyapunov stability.”
Approximating entropy of maps of the interval
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We characterize the set of periods and its structure for the Lorenz-like maps depending on the rotation interval. Also, for these maps we give the best lower bound of the topological entropy as a function of the rotation interval.
weakly chaotic functions with zero topological entropy and non- flat critical points.
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