AbstractWe will develop a complete cohomology theory, which vanishes on injectives and give necessary and sufficient conditions for it to be equivalent to the generalized Tate cohomology theory developed by Mislin, Benson and Carlson and Vogel
AbstractWe apply constructions from equivariant topology to Benson-Carlson resolutions and hence pro...
AbstractA lot of good properties of étale cohomology only hold for torsion coefficients. We use ultr...
AbstractWe develop and study Tate and complete cohomology theory in the category of sheaves of OX-mo...
AbstractWe will develop a complete cohomology theory, which vanishes on injectives and give necessar...
AbstractWe define cohomology groups Ĥn(G; M), n ϵ Z, for an arbitrary group G and G-module M, using ...
AbstractIf Λ is a ring and A is a Λ-module, then a terminal completion of Ext∗Λ(A, ) is shown to exi...
AbstractWe introduce and study a complete cohomology theory for complexes, which provides an extende...
Abstract. We dene cohomology groups Ĥn(G;M), n 2 Z, for an arbitrary group G and G-module M, using ...
AbstractWe develop simple criteria for constructing and using complete resolutions for modules over ...
In this paper, we first introduce stable functors with respect to a complete cotorsion pair and inve...
This dissertation consists of two parts, both under the overarching theme of resolutions over a comm...
We investigate the cohomology of modules over commutative complete intersection rings. The first mai...
AbstractTwo new definitions are given for cup products in the cohomology of sheaves on an arbitrary ...
AbstractWe shall consider a cohomology theory relative to group actions on sets and develop a comple...
The cohomology ring of a finite cyclic group was explicitly computed by Cartan and Eilenberg in thei...
AbstractWe apply constructions from equivariant topology to Benson-Carlson resolutions and hence pro...
AbstractA lot of good properties of étale cohomology only hold for torsion coefficients. We use ultr...
AbstractWe develop and study Tate and complete cohomology theory in the category of sheaves of OX-mo...
AbstractWe will develop a complete cohomology theory, which vanishes on injectives and give necessar...
AbstractWe define cohomology groups Ĥn(G; M), n ϵ Z, for an arbitrary group G and G-module M, using ...
AbstractIf Λ is a ring and A is a Λ-module, then a terminal completion of Ext∗Λ(A, ) is shown to exi...
AbstractWe introduce and study a complete cohomology theory for complexes, which provides an extende...
Abstract. We dene cohomology groups Ĥn(G;M), n 2 Z, for an arbitrary group G and G-module M, using ...
AbstractWe develop simple criteria for constructing and using complete resolutions for modules over ...
In this paper, we first introduce stable functors with respect to a complete cotorsion pair and inve...
This dissertation consists of two parts, both under the overarching theme of resolutions over a comm...
We investigate the cohomology of modules over commutative complete intersection rings. The first mai...
AbstractTwo new definitions are given for cup products in the cohomology of sheaves on an arbitrary ...
AbstractWe shall consider a cohomology theory relative to group actions on sets and develop a comple...
The cohomology ring of a finite cyclic group was explicitly computed by Cartan and Eilenberg in thei...
AbstractWe apply constructions from equivariant topology to Benson-Carlson resolutions and hence pro...
AbstractA lot of good properties of étale cohomology only hold for torsion coefficients. We use ultr...
AbstractWe develop and study Tate and complete cohomology theory in the category of sheaves of OX-mo...
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