AbstractLet G be a finite group and E is a suitable generalised cohomology theory. We define and study a ring C(E,G) that is the best-possible approximation to E0BG that can be built using knowledge of the complex representations of G. We give a description of Q⊗C(E,G) in terms of generalised characters, and we study some cases in which the map C(E,G)→E0BG is an isomorphism
AbstractLet q ≥ 2 be an integer and let G be a finite group which is assumed to have odd order if q ...
AbstractLet q ≥ 2 be an integer and let G be a finite group which is assumed to have odd order if q ...
Let G be a finite group. To any family F of subgroups of G, we associate a thick circle times-ideal ...
Let G be a nite group, and let E be a generalised cohomology theory, subject to certain technical c...
Chern approximations for generalised group cohomology. (English summary) Topology 40 (2001), no. 6, ...
AbstractWe study a family of subrings, indexed by the natural numbers, of the modp cohomology of a f...
AbstractLet G be a finite group and X a connected, finite-dimensional G-CW-complex. In this paper we...
AbstractWe describe the Cartan and Weil models of twisted equivariant cohomology together with the C...
Abstract. We construct two new G-equivariant rings: K (X,G), called the stringy K-theory of the G-va...
Abstract. For a finite group G we calculate the E-Tate cohomology t(E)∗G and the E-homology E∗(BG+) ...
In "Generalized Group Characters and Complex Oriented Cohomology Theories", Hopkins, Kuhn, and Raven...
AbstractWe define the cohomological Burnside ring Bn(G,M) of a finite group G with coefficients in a...
SIGLEAvailable from British Library Document Supply Centre- DSC:D183951 / BLDSC - British Library Do...
Let G be a topological group, with classifying bundle EG. If M is a topological space with left G-ac...
The mod-p cohomology ring of the extraspecialp-group of exponentp is studied for oddp. We investigat...
AbstractLet q ≥ 2 be an integer and let G be a finite group which is assumed to have odd order if q ...
AbstractLet q ≥ 2 be an integer and let G be a finite group which is assumed to have odd order if q ...
Let G be a finite group. To any family F of subgroups of G, we associate a thick circle times-ideal ...
Let G be a nite group, and let E be a generalised cohomology theory, subject to certain technical c...
Chern approximations for generalised group cohomology. (English summary) Topology 40 (2001), no. 6, ...
AbstractWe study a family of subrings, indexed by the natural numbers, of the modp cohomology of a f...
AbstractLet G be a finite group and X a connected, finite-dimensional G-CW-complex. In this paper we...
AbstractWe describe the Cartan and Weil models of twisted equivariant cohomology together with the C...
Abstract. We construct two new G-equivariant rings: K (X,G), called the stringy K-theory of the G-va...
Abstract. For a finite group G we calculate the E-Tate cohomology t(E)∗G and the E-homology E∗(BG+) ...
In "Generalized Group Characters and Complex Oriented Cohomology Theories", Hopkins, Kuhn, and Raven...
AbstractWe define the cohomological Burnside ring Bn(G,M) of a finite group G with coefficients in a...
SIGLEAvailable from British Library Document Supply Centre- DSC:D183951 / BLDSC - British Library Do...
Let G be a topological group, with classifying bundle EG. If M is a topological space with left G-ac...
The mod-p cohomology ring of the extraspecialp-group of exponentp is studied for oddp. We investigat...
AbstractLet q ≥ 2 be an integer and let G be a finite group which is assumed to have odd order if q ...
AbstractLet q ≥ 2 be an integer and let G be a finite group which is assumed to have odd order if q ...
Let G be a finite group. To any family F of subgroups of G, we associate a thick circle times-ideal ...
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