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Improved exponential stability for near-integrable quasi-convex Hamiltonians
Abstract
In this article, we improve previous results on exponential stability for analytic and Gevrey perturbations of quasi-convex integrable Hamiltonian systems. In particular, this provides a sharper upper bound on the speed of Arnold diffusion which we believe to be optimalSimilar works
This paper was published in Hal-Diderot.
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