A note on dynamical zeta functions for S-unimodal maps

Volume 84 / 2000

Gerhard Keller Colloquium Mathematicum 84 (2000), 229-233 DOI: 10.4064/cm-84/85-1-229-233

Abstract

Let f be a nonrenormalizable S-unimodal map. We prove that f is a Collet-Eckmann map if its dynamical zeta function looks like that of a uniformly hyperbolic map.

Authors

  • Gerhard Keller

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