#30: Comparison Geometry

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MSRI Publications -- Volume 30

Comparison Geometry

Edited by Karsten Grove and Peter Petersen

Contents and Downloadable Files

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Preface, by Karsten Grove and Peter Petersen
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Injectivity Radius Estimates and Sphere Theorems, by Uwe Abresch and Wolfgang T. Meyer, 1-47
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Scalar Curvature and Geometrization Conjectures for 3-Manifolds, by Michael T. Anderson, 49-82
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Aspects of Ricci Curvature, by Tobias H. Colding, 83-98
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A Genealogy of Noncompact Manifolds of Nonnegative Curvature: History and Logic, by Robert E. Greene, 99-134
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Differential Geometric Aspects of Alexandrov Spaces, by Yukio Otsu, 135-148
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Construction of Manifolds of Positive Ricci Curvature with Big Volume and Large Betti Numbers, by G. Perelman, 149-155
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Collapsing with No Proper Extremal Subsets, by G. Perelman, 157-163
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Example of a Complete Riemannian Manifold of Positive Ricci Curvature with Euclidean Volume Growth and with Nonunique Asymptotic Cone, by G. Perelman, 165-166
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Convergence Theorems in Riemannian Geometry, by Peter Petersen, 167-202
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Applications of Quasigeodesics and Gradient Curves, by Anton Petrunin, 203-219
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The Comparison Geometry of Ricci Curvature, by Shunhui Zhu, 221-262
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