arXiv:1210.3884 [math.DS]AbstractReferencesReviewsResources
Continuous averaging proof of the Nekhoroshev theorem
Published 2012-10-15Version 1
In this paper we develop the continuous averaging method of Treschev to work on the simultaneous Diophantine approximation and apply the result to give a new proof of the Nekhoroshev theorem. We obtain a sharp normal form theorem and an explicit estimate of the stability constants appearing in the Nekhoroshev theorem.
Categories: math.DS
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