For smooth Bohr almost periodic forcing functions in the one-dimensional Fermi-Ulam ping-pong, the escaping set of initial conditions has Lebesgue measure zero for almost every phase.
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Escaping orbits are also rare in the almost periodic Fermi-Ulam ping-pong
For smooth Bohr almost periodic forcing functions in the one-dimensional Fermi-Ulam ping-pong, the escaping set of initial conditions has Lebesgue measure zero for almost every phase.