Needle decompositions in Riemannian geometry

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1. Verfasser: Klartag, Bo'az 1978- (VerfasserIn)
Format: Buch
Sprache:English
Veröffentlicht: Providence, Rhode Island American Mathematical Society September 2017
Schriftenreihe:Memoirs of the American Mathematical Society 1180
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adam_text Titel: Needle decompositions in Riemannian geometry Autor: Klartag, Bo az Jahr: 2017 Contents Chapter 1. Introduction 1 Ciiapter 2. Regularity of geodesic foliations 7 2.1. Transport rays 7 2.2. Whitney s extension theorem for C1,1 12 2.3. Rieniann normal coordinates 16 2.4. Proof of the regularity theorem 20 Chapter 3. Conditioning a measure with respect to a geodesic foliation 27 3.1. Geodesies emanating from a C1,1-hypersurface 27 3.2. Decomposition into ray clusters 37 3.3. Needles and Ricci curvature 43 Chapter 4. The Monge-Kantorovich problem 53 Chapter 5. Some applications 61 5.1. The inequalities of Buser, Ledoux and E. Milman 61 5.2. A Poincare inequality for geodesically-convex domains 63 5.3. The isoperimetric inequality and its relatives 64 Chapter 6. Further research 67 Appendix: The Feldman-McCann proof of Lemma 2.4.1 71 Bibliography 75
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spellingShingle Klartag, Bo'az 1978-
Needle decompositions in Riemannian geometry
Memoirs of the American Mathematical Society
Riemannsche Geometrie (DE-588)4128462-8 gnd
Monge-Kantorovič-Transportproblem (DE-588)4618506-9 gnd
Ricci-Krümmung (DE-588)4203411-5 gnd
subject_GND (DE-588)4128462-8
(DE-588)4618506-9
(DE-588)4203411-5
title Needle decompositions in Riemannian geometry
title_auth Needle decompositions in Riemannian geometry
title_exact_search Needle decompositions in Riemannian geometry
title_full Needle decompositions in Riemannian geometry Bo'az Klartag
title_fullStr Needle decompositions in Riemannian geometry Bo'az Klartag
title_full_unstemmed Needle decompositions in Riemannian geometry Bo'az Klartag
title_short Needle decompositions in Riemannian geometry
title_sort needle decompositions in riemannian geometry
topic Riemannsche Geometrie (DE-588)4128462-8 gnd
Monge-Kantorovič-Transportproblem (DE-588)4618506-9 gnd
Ricci-Krümmung (DE-588)4203411-5 gnd
topic_facet Riemannsche Geometrie
Monge-Kantorovič-Transportproblem
Ricci-Krümmung
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