Citations
| 187 | P.: Axiomatic stable homotopy theory - Hovey, Palmieri, et al. - 1997 |
| 49 |
Hopkins,Moduli spaces of commutative ring spectra, Structured ring spectra
- Goerss, J
- 2004
(Show Context)
Citation Context ...-set level action induces the homotopy action of Gn on En: Subsequently, Paul Goerss and Hopkins showed that En is a commutative Salgebra, and the Gn-action is by maps of commutative S-algebras ([5], =-=[6]-=-, [4]). Then, using the beautiful and deep paper [4], by Ethan Devinatz and Hopkins, the author showed in his thesis [2] that Gn actually acts continuously on En, on the point-set level: there is a mo... |
| 45 |
Noetherian localisations of categories of cobordism comodules
- Morava
- 1985
(Show Context)
Citation Context ...ate spectrum with En = W (Fpn)[[u1; :::; un−1]][u1]; where the degree of u is −2 and the complete power series ring over the Witt vectors is in degree zero. As a part of his change of rings theorem =-=[8]-=-, Jack Morava pointed out that, by the deformation theory of formal group laws, the pronite group Gn acts continuously on the graded pronite coecient ring En. It is a well-known fact that, by Brow... |
| 45 |
Notes on the Hopkins-Miller theorem, in Homotopy Theory Via Algebraic Geometry and Group Representations
- Rezk
- 1997
(Show Context)
Citation Context ...action through homotopy classes of maps. In the early 1990’s, Mike Hopkins and Haynes Miller showed that Gn actually acts on the spectrum En on the point-set level, in the category of A1-ring spectra =-=[9]-=-. They showed that En is an A1-ring spectrum and Gn acts on the spectrum through A1-ring spectrum maps. This point-set level action induces the homotopy action of Gn on En: Subsequently, Paul Goerss a... |
| 28 |
Andri-Quillen (co)-homology for simplicial algebras over simplicial operads. In Une ddgustation topologique [Topological morsels]: homotopy theory in the Swiss Alps (Arolla
- Goerss, Hopkins
- 1999
(Show Context)
Citation Context ...point-set level action induces the homotopy action of Gn on En: Subsequently, Paul Goerss and Hopkins showed that En is a commutative Salgebra, and the Gn-action is by maps of commutative S-algebras (=-=[5]-=-, [6], [4]). Then, using the beautiful and deep paper [4], by Ethan Devinatz and Hopkins, the author showed in his thesis [2] that Gn actually acts continuously on En, on the point-set level: there is... |
| 11 | Morava modules and Brown-Comenetz duality - Devinatz - 1997 |
| 10 | Phantom maps and homology theories - Christensen, Strickland - 1998 |
| 6 |
Homotopy point spectra for closed subgroups of the Morava stabilizer groups. Topology 43
- Devinatz, Hopkins
(Show Context)
Citation Context ...level action induces the homotopy action of Gn on En: Subsequently, Paul Goerss and Hopkins showed that En is a commutative Salgebra, and the Gn-action is by maps of commutative S-algebras ([5], [6], =-=[4]-=-). Then, using the beautiful and deep paper [4], by Ethan Devinatz and Hopkins, the author showed in his thesis [2] that Gn actually acts continuously on En, on the point-set level: there is a model o... |
| 3 |
The Lubin-Tate spectrum and its homotopy point spectra
- Davis
- 2003
(Show Context)
Citation Context ...mutative Salgebra, and the Gn-action is by maps of commutative S-algebras ([5], [6], [4]). Then, using the beautiful and deep paper [4], by Ethan Devinatz and Hopkins, the author showed in his thesis =-=[2]-=- that Gn actually acts continuously on En, on the point-set level: there is a model of En that is an inverse limit of Gn-spectra of simplicial sets, such that each set constituting these spectra is a ... |
