Groups of automorphisms of local fields of period p^M and nilpotent class < p
(2016)
Journal Article
Abrashkin, V. (2017). Groups of automorphisms of local fields of period p^M and nilpotent class < p. Annales de l'Institut Fourier, 67(2), 605-635. https://doi.org/10.5802/aif.3093
Suppose K is a finite field extension of Qp containing a pM-th primitive root of unity. For 1 6 s < p denote by K[s, M] the maximal p-extension of K with the Galois group of period pM and nilpotent class s. We apply the nilpotent Artin–Schreier theor... Read More about Groups of automorphisms of local fields of period p^M and nilpotent class < p.