DOIAbstract
AbstractWe compute the completed E(n) cohomology of the classifying spaces of the symmetric groups, and relate the answer to the theory of finite subgroups of formal groups
AbstractWe compute the completed E(n) cohomology of the classifying spaces of the symmetric groups, and relate the answer to the theory of finite subgroups of formal groups
We compute the total power operation for the E-Morava E-theory of any finite group up to torsion. Ou...
Gathering and updating results scattered in journal articles over thirty years, this self-contained ...
Let E denote a Morava E-theory at a prime p and height h. We characterize the power operations on π0...
AbstractWe compute the completed E(n) cohomology of the classifying spaces of the symmetric groups, ...
By studying the representation theory of a certain infinite p-group and using the generalised charac...
By studying the representation theory of a certain infinite $p$-group and using the generalised char...
Let E = En denote the Morava E-theory spectrum, and let Γ be the Morava stabilizer group of ring spe...
Chromatic homotopy, the confluence of stable homotopy and the geometry of formal groups, uses the fo...
Let E denote a Morava E-theory at a prime p and height h. We characterize the power operations on π0...
In this paper, we explore various methods for calculating the Brown-Peterson cohomology of a classif...
AbstractWe develop some basic methods for calculating Morava K-theories of compact Lie groups, and c...
AbstractLet G be a finite group of order ¦G¦ odd and let Eℓℓ∗ (−) ⊗Z[1¦G¦] denote elliptic cohomolog...
Chern approximations for generalised group cohomology. (English summary) Topology 40 (2001), no. 6, ...
In this thesis, for all finite heights n and odd primes p, we compute the Morava E-theory and Morava...
We investigate the relationship between the symmetric, exterior and classical cohomologies of groups...
We compute the total power operation for the E-Morava E-theory of any finite group up to torsion. Ou...
Gathering and updating results scattered in journal articles over thirty years, this self-contained ...
Let E denote a Morava E-theory at a prime p and height h. We characterize the power operations on π0...
AbstractWe compute the completed E(n) cohomology of the classifying spaces of the symmetric groups, ...
By studying the representation theory of a certain infinite p-group and using the generalised charac...
By studying the representation theory of a certain infinite $p$-group and using the generalised char...
Let E = En denote the Morava E-theory spectrum, and let Γ be the Morava stabilizer group of ring spe...
Chromatic homotopy, the confluence of stable homotopy and the geometry of formal groups, uses the fo...
Let E denote a Morava E-theory at a prime p and height h. We characterize the power operations on π0...
In this paper, we explore various methods for calculating the Brown-Peterson cohomology of a classif...
AbstractWe develop some basic methods for calculating Morava K-theories of compact Lie groups, and c...
AbstractLet G be a finite group of order ¦G¦ odd and let Eℓℓ∗ (−) ⊗Z[1¦G¦] denote elliptic cohomolog...
Chern approximations for generalised group cohomology. (English summary) Topology 40 (2001), no. 6, ...
In this thesis, for all finite heights n and odd primes p, we compute the Morava E-theory and Morava...
We investigate the relationship between the symmetric, exterior and classical cohomologies of groups...
We compute the total power operation for the E-Morava E-theory of any finite group up to torsion. Ou...
Gathering and updating results scattered in journal articles over thirty years, this self-contained ...
Let E denote a Morava E-theory at a prime p and height h. We characterize the power operations on π0...
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