Add to ORKGIn "Generalized Group Characters and Complex Oriented Cohomology Theories", Hopkins, Kuhn, and Ravenel discovered a generalized character theory that proved useful in studying cohomology rings of the form E^*(BG). In this paper we use the geometry of p-divisible groups to describe a sequence of "intermediate" character theories that retain more information about the cohomology theory E and yield the related result of Hopkins, Kuhn, and Ravenel as a special case
In 1986, Landweber, Ravenel, and Stong introduced a new family of generalized cohomology theories. A...
In this note we outline a connection between the generalized co-homology theories of unoriented cobo...
AbstractWe construct three different spectra, and hence three generalized cohomology theories, assoc...
In "Generalized Group Characters and Complex Oriented Cohomology Theories", Hopkins, Kuhn, and Raven...
In this paper we construct a refinement of the transchromatic generalized character maps by taking i...
Abstract. While we were graduate students, Marty Isaacs and I worked to-gether on the character theo...
In this paper, we explore various methods for calculating the Brown-Peterson cohomology of a classif...
In the 1950s, Eilenberg and Steenrod presented their famous characterization of homology theory by s...
Let G be a nite group, and let E be a generalised cohomology theory, subject to certain technical c...
The well known isomorphism relating the rational algebraic K-theory groups and the rational motivic ...
In this paper the authors explore relationships between the cohomology of the general linear group a...
AbstractWe study a family of subrings, indexed by the natural numbers, of the modp cohomology of a f...
In this paper the authors explore relationships between the cohomology of the general linear group a...
This chapter discusses the cohomology of groups. The cohomology of groups is one of the crossroads o...
Character theory is a powerful tool for understanding finite groups. In particular, the theory has b...
In 1986, Landweber, Ravenel, and Stong introduced a new family of generalized cohomology theories. A...
In this note we outline a connection between the generalized co-homology theories of unoriented cobo...
AbstractWe construct three different spectra, and hence three generalized cohomology theories, assoc...
In "Generalized Group Characters and Complex Oriented Cohomology Theories", Hopkins, Kuhn, and Raven...
In this paper we construct a refinement of the transchromatic generalized character maps by taking i...
Abstract. While we were graduate students, Marty Isaacs and I worked to-gether on the character theo...
In this paper, we explore various methods for calculating the Brown-Peterson cohomology of a classif...
In the 1950s, Eilenberg and Steenrod presented their famous characterization of homology theory by s...
Let G be a nite group, and let E be a generalised cohomology theory, subject to certain technical c...
The well known isomorphism relating the rational algebraic K-theory groups and the rational motivic ...
In this paper the authors explore relationships between the cohomology of the general linear group a...
AbstractWe study a family of subrings, indexed by the natural numbers, of the modp cohomology of a f...
In this paper the authors explore relationships between the cohomology of the general linear group a...
This chapter discusses the cohomology of groups. The cohomology of groups is one of the crossroads o...
Character theory is a powerful tool for understanding finite groups. In particular, the theory has b...
In 1986, Landweber, Ravenel, and Stong introduced a new family of generalized cohomology theories. A...
In this note we outline a connection between the generalized co-homology theories of unoriented cobo...
AbstractWe construct three different spectra, and hence three generalized cohomology theories, assoc...