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Return time statistics via inducing

By H. Bruin, B. Saussol, S. Troubetzkoy and S. Vaienti


<p>We prove that the return time statistics of a dynamical system do not change if one passes to an induced (i.e. first return) map. We apply this to show exponential return time statistics in (i) smooth interval maps with nowhere-dense critical orbits and (ii) certain interval maps with neutral fixed points. The method also applies to (iii) certain quadratic maps of the complex plane. </p

Year: 2003
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