AbstractWe use the Steenrod algebra to study the Chow ring CH*BG of the classifying space of an algebraic group G. We describe a localization property which relates a given G to its elementary abelian subgroups, and we study a number of particular cases, namely symmetric groups and Chevalley groups. It turns out that the Chow rings of these groups are completely determined by the abelian subgroups and their fusion
Abstract. We extend the localization techniques developed by Bloch to sim-plicial spaces. As applica...
Let G be a finite group acting on a polynomial ring A over the field K and let AG denote the corresp...
AbstractLet G be a finite group acting on a polynomial ring A over the field K and let AG denote the...
AbstractWe use the Steenrod algebra to study the Chow ring CH*BG of the classifying space of an alge...
Sei p eine Primzahl. Wir bestimmen den Chowring des Stacks der abgeschnittenen Displays. Weiter unte...
AbstractA homomorphism α:A→B between abelian groups A,B is called a localization of A if for each φ∈...
AbstractIn this paper we use May's algebraic approach to Steenrod operation in conjunction with Munk...
Let G be a nitely generated nilpotent group. The object of this paper is to identify the Bouseld loc...
The basic problem of homotopy theory is to classify spaces and maps between spaces, up to homotopy, ...
AbstractWe prove an integrality property of the Chern character with values in Chow groups. As a con...
Benson D, Iyengar SB, Krause H. Localising subcategories for cochains on the classifying space of a ...
Dedicated to Bert Kostant on the occasion of his 80th birthday Abstract. We describe the equivariant...
Three topics in localization theory and group ring theory are investigated. In Chapter I, it is pro...
AbstractWe define admissible abelian categories and compute the K-theory of such categories, with th...
In this paper we consider three types of localization theorems for algebraic stacks: i) Concentrat...
Abstract. We extend the localization techniques developed by Bloch to sim-plicial spaces. As applica...
Let G be a finite group acting on a polynomial ring A over the field K and let AG denote the corresp...
AbstractLet G be a finite group acting on a polynomial ring A over the field K and let AG denote the...
AbstractWe use the Steenrod algebra to study the Chow ring CH*BG of the classifying space of an alge...
Sei p eine Primzahl. Wir bestimmen den Chowring des Stacks der abgeschnittenen Displays. Weiter unte...
AbstractA homomorphism α:A→B between abelian groups A,B is called a localization of A if for each φ∈...
AbstractIn this paper we use May's algebraic approach to Steenrod operation in conjunction with Munk...
Let G be a nitely generated nilpotent group. The object of this paper is to identify the Bouseld loc...
The basic problem of homotopy theory is to classify spaces and maps between spaces, up to homotopy, ...
AbstractWe prove an integrality property of the Chern character with values in Chow groups. As a con...
Benson D, Iyengar SB, Krause H. Localising subcategories for cochains on the classifying space of a ...
Dedicated to Bert Kostant on the occasion of his 80th birthday Abstract. We describe the equivariant...
Three topics in localization theory and group ring theory are investigated. In Chapter I, it is pro...
AbstractWe define admissible abelian categories and compute the K-theory of such categories, with th...
In this paper we consider three types of localization theorems for algebraic stacks: i) Concentrat...
Abstract. We extend the localization techniques developed by Bloch to sim-plicial spaces. As applica...
Let G be a finite group acting on a polynomial ring A over the field K and let AG denote the corresp...
AbstractLet G be a finite group acting on a polynomial ring A over the field K and let AG denote the...
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