
doi: 10.1007/bf01209479
We give an algorithm for determining the topological entropy of a unimodal map of the interval given its kneading sequence. We also show that this algorithm converges exponentially in the number of letters of the kneading sequence.
kneading sequence, Topological dynamics, unimodular map, metric entropy, 58F13, 58F08, Dynamical systems and ergodic theory, topological entropy, Entropy in general topology, 28D20, maps of the interval, Lyapunov exponent
kneading sequence, Topological dynamics, unimodular map, metric entropy, 58F13, 58F08, Dynamical systems and ergodic theory, topological entropy, Entropy in general topology, 28D20, maps of the interval, Lyapunov exponent
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