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Franks' Lemma for C^2-Mané Perturbations of Riemannian Metrics and Applications to Persistence

Published 4 Feb 2015 in math.DS, math.DG, and math.OC | (1502.01145v1)

Abstract: Given a compact Riemannian manifold, we prove a uniform Franks' lemma at second order for geodesic flows and apply the result in persistence theory.

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