Differential Geometry in the Large

Contents
List of Contributors
Introduction
Part One: Geometric Evolution Equations and Curvature Flow
	1 Real Geometric Invariant Theory • C. Böhm and R.A. Lafuente
	2 Convex Ancient Solutions to Mean Curvature Flow • T. Bourni, M. Langford and G. Tinaglia
	3 Negatively Curved Three-Manifolds, Hyperbolic Metrics, Isometric Embeddings in Minkowski Space and the Cross Curvature Flow • P. Bryan, M. Ivaki and J. Scheuer
	4 A Mean Curvature Flow for Conformally Compact Manifolds • A.R. Gover and V.-M. Wheeler
	5 A Survey on the Ricci Flow on Singular Spaces • K. Kröncke and B. Vertman
Part Two: Structures on Manifolds and Mathematical Physics
	6 Some Open Problems in Sasaki Geometry • C. Boyer, H. Huang, E. Legendre and C. Tønnesen-Friedman
	7 The Prescribed Ricci Curvature Problem for Homogeneous Metrics • T. Buttsworth and A. Pulemotov
	8 Singular Yamabe and Obata Problems • A.R. Goverand A.K. Waldron
	9 Einstein Metrics, Harmonic Forms and Conformally • Kähler Geometry C. LeBrun
	10 Construction of the Supersymmetric Path Integral: A Survey • M. Ludewig
	11 Tight Models of de-Rham Algebras of Highly Connected Manifolds • L. Schwachhöfer
Part Three Recent Developments in Non-Negative Sectional Curvature
	12 Fake Lens Spaces and Non-Negative Sectional Curvature • S. Goette, M. Kerin and K. Shankar
	13 Collapsed 3-Dimensional Alexandrov Spaces: A Brief Survey • F. Galaz-García, L. Guijarro and J. Núñez-Zimbrón
	14 Pseudo-Angle Systems and the Simplicial • Gauss–Bonnet–Chern Theorem S. Klaus
	15 Aspects and Examples on Quantitative Stratification with Lower Curvature Bounds • N. Li
	16 Universal Covers of Ricci Limit and RCD Spaces • J. Pan and G. Wei
	17 Local and Global Homogeneity for Manifolds of Positive Curvature • J.A. Wolf