Coarsely minimal Reeb flows with a divergence property are orbitally equivalent to geodesic flows of negative sectional curvature metrics, extending Gromov's result via Floer homology.
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Rigidity of coarsely minimal Reeb flows
Coarsely minimal Reeb flows with a divergence property are orbitally equivalent to geodesic flows of negative sectional curvature metrics, extending Gromov's result via Floer homology.