In the chaotic low-energy regime of the Fermi-Ulam bouncing ball model, the probability of successive multi-collision events decays as a power law with exponent -4 and is invariant under rescaling by the wall amplitude.
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Rare events for low energy domain in bouncing ball model
In the chaotic low-energy regime of the Fermi-Ulam bouncing ball model, the probability of successive multi-collision events decays as a power law with exponent -4 and is invariant under rescaling by the wall amplitude.