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Manifolds with minimal radial curvature bounded from below and big volume |
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| Authors: | Valery Marenich |
| Affiliation: | IMECC - UNICAMP, Campinas, Brazil |
| Abstract: | We prove that a convergence in the Gromov-Hausdorff distance of manifolds with minimal radial curvature bounded from below by 1 to the standard sphere is equivalent to a volume convergence. |
| Keywords: | Sphere theorems radial minimal curvature |
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