Publication

Vanishing up to the rank in bounded cohomology

Nicolas Monod
2007
Journal paper

Abstract

We establish the vanishing for non-trivial unitary representations of the bounded cohomology of SLd up to degree d-1. It holds more generally for uniformly bounded representations on superreflexive spaces. The same results are obtained for lattices. We also prove that the real bounded cohomology of any lattice is invariant in the same range.

Official source

https://infoscience.epfl.ch/record/128765?ln=en

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Vanishing up to the rank in bounded cohomology

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