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math.AT2008★ 1 cited
The homotopy fixed point spectra of profinite Galois extensions
Mark Behrens, Daniel G. Davis
Let E be a k-local profinite G-Galois extension of an E_infty-ring spectrum A (in the sense of Rognes). We show that E may be regarded as producing a discrete G-spectrum. Also, we…
math.AT2006
The site R^+_G for a profinite group G
Daniel G. Davis
Let G be a non-finite profinite group and let G-Sets_{df} be the canonical site of finite discrete G-sets. Then the category R^+_G, defined by Devinatz and Hopkins, is the category…
math.AT2006★ 4 cited
Iterated homotopy fixed points for the Lubin-Tate spectrum, with an Appendix: An example of a discrete G-spectrum that is not hyperfibrant
Daniel G. Davis, Ben Wieland
When G is a profinite group and H and K are closed subgroups, with H normal in K, it is not known, in general, how to form the iterated homotopy fixed point spectrum (Z^{hH})^{hK/H…