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A Morse lemma for quasigeodesics in symmetric spaces and euclidean buildings
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https://doi.org/10.2140/gt.2018.22.3827Abstract
We prove a Morse lemma for regular quasigeodesics in nonpositively curved symmetric spaces and euclidean buildings. We apply it to give a new coarse geometric characterization of Anosov subgroups of the isometry groups of such spaces simply as undistorted subgroups which are uniformly regular.
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