Continuous bounded cohomology and applications to rigidity theory

The central theme of this paper is a product formula for (continuous) bounded cohomology, and more specifically its applications to rigidity theory for lattices — both in Lie/algebraic groups and more general topological groups. A more condensed exposition of some of the material published in the Lecture Note of the second author is followed by finiteness results for lattices. An appendix by Burger–Iozzi pins down a powerful use of boundary maps in this context.


Published in:
Geometric and Functional Analysis, 12, 2, 219-280
Year:
2002
Laboratories:




 Record created 2008-10-29, last modified 2018-03-17


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