previously a preprint with title "On the bounded cohomology of Lie groups".International audienceWe show that each integral Borel cohomology class of a connected Lie group G can be represented by a Borel bounded cocycle if and only if the radical of G is linear. This leads to a generalization of Gromov's boundedness theorem on characteristic classes of flat bundles
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
We prove Poincar'e Duality for L p cohomology, 1 p 1 We study the pairings between L p an...
International audienceWe exhibit cocycles representing certain classes in the cohomology of the alge...
Abstract. We show that all Borel cohomology classes with integer coefficients of a connected Lie gro...
International audienceLet G be a connected Lie group, G^d the underlying discrete group, and BG, BG^...
Let G be a simple Lie group (connected and with finite centre). Consider the continuous cohomology H...
Bounded cohomology of groups was first studied by Gromov in 1982 in his seminal paper M. Gromov...
Abstract. We present a new technique that employs partial differential equations in order to explici...
A selection of aspects of the theory of bounded cohomology is presented. The emphasis is on question...
. Suppose L is a semisimple Levi subgroup of a connected Lie group G, X is a Borel G-space with fini...
The construction of characteristic classes via the curvature form of a connection is one motivation...
Abstract. We show the compatibility of the differential geometric and the topological formulation of...
What are called secondary characteristic classes in Chern-Weil theory are a refinement of ordinary c...
The bounded cohomology of a group G with coefficients in a normed G-module V was first systematical...
AbstractIn this paper, we provide the algebraic foundations to the theory of relative bounded cohomo...
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
We prove Poincar'e Duality for L p cohomology, 1 p 1 We study the pairings between L p an...
International audienceWe exhibit cocycles representing certain classes in the cohomology of the alge...
Abstract. We show that all Borel cohomology classes with integer coefficients of a connected Lie gro...
International audienceLet G be a connected Lie group, G^d the underlying discrete group, and BG, BG^...
Let G be a simple Lie group (connected and with finite centre). Consider the continuous cohomology H...
Bounded cohomology of groups was first studied by Gromov in 1982 in his seminal paper M. Gromov...
Abstract. We present a new technique that employs partial differential equations in order to explici...
A selection of aspects of the theory of bounded cohomology is presented. The emphasis is on question...
. Suppose L is a semisimple Levi subgroup of a connected Lie group G, X is a Borel G-space with fini...
The construction of characteristic classes via the curvature form of a connection is one motivation...
Abstract. We show the compatibility of the differential geometric and the topological formulation of...
What are called secondary characteristic classes in Chern-Weil theory are a refinement of ordinary c...
The bounded cohomology of a group G with coefficients in a normed G-module V was first systematical...
AbstractIn this paper, we provide the algebraic foundations to the theory of relative bounded cohomo...
In the rst section we discuss Morita invariance of dierentiable/algebroid cohomology. In the second ...
We prove Poincar'e Duality for L p cohomology, 1 p 1 We study the pairings between L p an...
International audienceWe exhibit cocycles representing certain classes in the cohomology of the alge...