Groups of automorphisms of local fields of period pM and nilpotent class < p

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Abstract

Suppose K is a finite field extension of ℚpcontaining a pm-th primitive root of unity. For 1 ≤ s eK(M + s/(p - 1)) - (1 - δis)/p, where eKis the ramification index of K and δ1sis the Kronecker symbol.

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Abrashkin, V. (2017). Groups of automorphisms of local fields of period pM and nilpotent class < p. Annales de l’Institut Fourier, 67(2), 605–635. https://doi.org/10.5802/aif.3093

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