Manifolds with Bounded Ricci Curvature
In this chapter, we consider locally compact, pointed path metric spaces and the metric space structure on the collection of such spaces defined by the Hausdorff distance (or, more precisely, the uniform structure on this set defined by the family of Hausdorff distances on the balls of radius R).
KeywordsRiemannian Manifold Fundamental Group Betti Number Ricci Curvature Hausdorff Distance
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