Frequency map analysis converges with error O(e^{-cT^ζ}) for analytic quasi-periodic functions and with super-polynomial rates for Brjuno and almost-periodic cases.
Bounemoura, Some remarks on the optimality of the Bruno-R\"ussmann condition
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Laskar's frequency map analysis revisited
Frequency map analysis converges with error O(e^{-cT^ζ}) for analytic quasi-periodic functions and with super-polynomial rates for Brjuno and almost-periodic cases.