Bredon
National Institutes of Health
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A polyhedral product is a natural subspace of a Cartesian product, which is specified by a simplicial complex K. The automorphism…
By considering the Bredon analogue of complete cohomology of a group, we show that every group in the class LHFF of type Bredon…
Let C2 be the cyclic group with two elements. We compute the group structure of the ordinary RO(C2)-graded Bredon cohomology of a…
In this paper we show a Kunneth formula for Bredon cohomology for actions of a pullback of groups. We show how this formula can…
Le Nouvel An chinois Bredon, Juliet. Chinese New Year festivals : a picturesque monograph of the rites, ceremonies and…
If $G$ is a group which admits a manifold model for $\mathrm{B}G$ then $G$ is a Poincar\'e duality group. We study a…
Over the last fifty years Ann Williams has transformed our understanding of Anglo-Saxon and Norman society in her studies of…
We prove simplicial version of a classical theorem of Eilenberg in the equivariant context and give an alternative description of…
Given a block b in kG where k is an algebraically closed field of characteristic p, there are classes αQ ∈ H(AutF (Q); k…
To any group Γ we can associate a topological space BΓ, well-defined up to homotopy. This means that we can interpret properties…