Title | Rigidity in Dynamics and Geometry [electronic resource] : Contributions from the Programme Ergodic Theory, Geometric Rigidity and Number Theory, Isaac Newton Institute for the Mathematical Sciences Cambridge, United Kingdom, 5 January - 7 July 2000 / edited by Marc Burger, Alessandra Iozzi |
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Imprint | Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint: Springer, 2002 |
Connect to | http://dx.doi.org/10.1007/978-3-662-04743-9 |
Descript | XIII, 492 p. 8 illus. online resource |
Quasi-Conformal Geometry and Hyperbolic Geometry -- On and Around the Bounded Cohomology of SL2 -- Densitรฉ dโorbites dโactions de groupes linรฉaires et propriรฉtรฉs dโรฉquidistribution de marches alรฉatoires -- Exceptional Sets in Dynamical Systems and Diophantine Approximation -- An Introduction to Cocycle Super-Rigidity -- Rigid Geometric Structures and Representations of Fundamental Groups -- Coarse-Geometric Perspective on Negatively Curved Manifolds and Groups -- On Orbit Equivalence of Measure Preserving Actions -- The Margulis Invariant of Isometric Actions on Minkowski (2+l)-Space -- Diophantine Approximation in Negatively Curved Manifolds and in the Heisenberg Group -- Appendix: Diophantine Approximation on Hyperbolic Surfaces -- Bounded Cohomology, Boundary Maps, and Rigidity of Representations into Homeo+(S1) and SU(1, n) -- SAT Actions and Ergodic Properties of the Horosphere Foliation -- Nonexpanding Maps, Busemann Functions, and Multiplicative Ergodic Theory -- The Phase Space of k-Surfaces -- Schottky Subgroups of Mapping Class Groups and the Geometry of Surface-by-Free Groups -- Actions of Semisimple Lie Groups with Stationary Measure -- On the Cohomology of Anosov Actions -- Harmonic Analysis and Hecke Operators -- Lp-Cohomology and Pinching -- Classical and Non-Linearity Properties of Kac-Moody Lattices -- Actions of Maximal Tori on Homogeneous Spaces -- Dynamics on Parameter Spaces: Submanifold and Fractal Subset Questions -- Superrigid Subgroups and Syndetic Hulls in Solvable Lie Groups -- Square Tiled Surfaces and Teichmรผller Volumes of the Moduli Spaces of Abelian Differentials -- On Property (T) for Discrete Groups