This memoir considers only the case of compact Menger-space-manifolds. With routine changes (open covers instead of epsilonics), the results are valid for non-compact Menger-space-manifolds. Also outlined are parts of proofs for the non-compact case that are substantially different from the compact case.
Cover -- Title page -- Contents -- Preface -- Introduction -- CAT(0) cube complexes and groups -- Geometric small cancellation -- Lectures on proper CAT(0) spaces and their isometry groups -- Lectures on quasi-isometric rigidity -- Geometry of outer space -- Some arithmetic groups that do not act on the circle -- Lectures on lattices and locally symmetric spaces -- Lectures on marked length spectrum rigidity -- Expander graphs, property () and approximate groups -- Cube complexes, subgroups of mapping class groups, and nilpotent genus -- Back Cover
This memoir considers only the case of compact Menger-space-manifolds. With routine changes (open covers instead of epsilonics), the results are valid for non-compact Menger-space-manifolds. Also outlined are parts of proofs for the non-compact case that are substantially different from the compact case.
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