For certain contractible G-CW-complexes and F a family of subgroups of G, we construct a spectral sequence converging to the F-Bredon cohomology of G with E1-terms given by the F-Bredon cohomology of the stabilizer subgroups. As applications, we obtain several corollaries concerning the cohomological and geometric dimensions of the classifying space EFG. We also introduce, for any subgroup closed class of groups F, a hierarchically de ned class of groups and show that if a group G is in this class, then G has finite F ∩ G-Bredon (co)homological dimension if and only if G has jump F ∩ G-Bredon (co)homology
The main objects of interest in this thesis are H1F-groups. These are groups that act on finite-dime...
We develop the homological algebra of coefficient systems on a group, in particular from the point o...
AbstractWe obtain the equivariant K-homology of the classifying space for proper actions E¯SL(3,Z) f...
For certain contractible G-CW-complexes and F a family of subgroups of G, we construct a spectral se...
The objects of interest in this thesis are classifying spaces EFG for discrete groups G with stabili...
AbstractWe construct a spectral sequence which relates the Bredon (co)homology groups of a group G w...
The aim of this doctoral thesis is to explicitly compute the topological side of the Baum-Connes con...
AbstractWe construct a spectral sequence which relates the Bredon (co)homology groups of a group G w...
AbstractWe define and investigate dimension in Bredon cohomology of G-CW-complexes, where G is a fin...
Let $G$ be a group acting isometrically with discrete orbits on a separable complete CAT(0)-space of...
The objects of interest in this thesis are classifying spaces EFG for discrete groups G with stabili...
This is the author's PhD thesis as submitted for examination on 23.9.2010 at the University of South...
By considering the Bredon analogue of complete cohomology of a group, we show that every group in th...
AbstractLet K be a topological group. The Bredon–Illman cohomology with equivariant local coefficien...
We define a homological and cohomological dimension of groups in the context of Bredon homology and ...
The main objects of interest in this thesis are H1F-groups. These are groups that act on finite-dime...
We develop the homological algebra of coefficient systems on a group, in particular from the point o...
AbstractWe obtain the equivariant K-homology of the classifying space for proper actions E¯SL(3,Z) f...
For certain contractible G-CW-complexes and F a family of subgroups of G, we construct a spectral se...
The objects of interest in this thesis are classifying spaces EFG for discrete groups G with stabili...
AbstractWe construct a spectral sequence which relates the Bredon (co)homology groups of a group G w...
The aim of this doctoral thesis is to explicitly compute the topological side of the Baum-Connes con...
AbstractWe construct a spectral sequence which relates the Bredon (co)homology groups of a group G w...
AbstractWe define and investigate dimension in Bredon cohomology of G-CW-complexes, where G is a fin...
Let $G$ be a group acting isometrically with discrete orbits on a separable complete CAT(0)-space of...
The objects of interest in this thesis are classifying spaces EFG for discrete groups G with stabili...
This is the author's PhD thesis as submitted for examination on 23.9.2010 at the University of South...
By considering the Bredon analogue of complete cohomology of a group, we show that every group in th...
AbstractLet K be a topological group. The Bredon–Illman cohomology with equivariant local coefficien...
We define a homological and cohomological dimension of groups in the context of Bredon homology and ...
The main objects of interest in this thesis are H1F-groups. These are groups that act on finite-dime...
We develop the homological algebra of coefficient systems on a group, in particular from the point o...
AbstractWe obtain the equivariant K-homology of the classifying space for proper actions E¯SL(3,Z) f...