Results 1 
1 of
1
Galois extensions of LubinTate spectra
 Homology, Homotopy and Appl
"... Abstract. Let En be the nth LubinTate spectrum at an odd prime and adjoin all roots of unity whose order is not divisible by p. We show that the resulting spectrum E nr n does not have any nontrivial connected Galois extensions and is thus separably closed in the sense of Rognes. ..."
Abstract

Cited by 8 (1 self)
 Add to MetaCart
Abstract. Let En be the nth LubinTate spectrum at an odd prime and adjoin all roots of unity whose order is not divisible by p. We show that the resulting spectrum E nr n does not have any nontrivial connected Galois extensions and is thus separably closed in the sense of Rognes.