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Informationen zum Autor N. Broaddus is Associate Professor of Mathematics at Ohio State University. M. Davis is Professor of Mathematics at Ohio State University. He is the author of The Geometry and Topology of Coxeter Groups (2007). J.-F. Lafont is Professor of Mathematics at Ohio State University. He is an author of Rigidity of High Dimensional Graph Manifolds (2015). His research focuses on the geometry, topology, and dynamics of spaces of non-positive curvature. I. J. Ortiz is Professor of Mathematics at Miami University. Her research focuses on K-theory of infinite groups with torsion. Klappentext Details some of the most recent developments at the interface of topology and geometric group theory. Ideal for graduate students. Zusammenfassung This volume collects eleven peer-reviewed papers on recent developments at the interface of topology and geometric group theory. The authors have given particular attention to clear exposition! making the book especially useful for graduate students and mathematicians in other areas interested in gaining a taste of this rich and active field. Inhaltsverzeichnis List of contributors; 1. Left relatively convex subgroups Yago Antolín, Warren Dicks and Zoran Šuni¿; 2. Groups with context-free co-word problem and embeddings into Thompson's group V Rose Berns-Zieve, Dana Fry, Johnny Gillings, Hannah Hoganson and Heather Mathews; 3. Limit sets for modules over groups acting on a CAT(0) space Robert Bieri and Ross Geoghegan; 4. Ideal structure of the C*-algebra of R. Thompson's group T Collin Bleak and Kate Juschenko; 5. Local similarity groups with context-free co-word problem Daniel Farley; 6. Compacta with shapes of finite complexes: a direct approach to the Edwards-Geoghegan-Wall obstruction Craig R. Guilbault; 7. The horofunction boundary of the lamplighter group L2 with the Diestel-Leader metric Keith Jones and Gregory A. Kelsey; 8. Intrinsic geometry of a Euclidean simplex Barry Minemyer; 9. Hyperbolic dimension and decomposition complexity Andrew Nicas and David Rosenthal; 10. Some remarks on the covering groups of a topological group Dongwen Qi; 11. The ¿-invariants of Thompson's group F via Morse Theory Stefan Witzel and Matthew C. B. Zaremsky....