Author:
GAVIOLI NORBERTO,MONTI VALERIO,SCOPPOLA CARLO MARIA
Abstract
AbstractIn this paper we introduce the notion of finite virtual length for profinite groups (that is, every series has a bounded number of infinite factors) and we prove a Jordan–Hölder type theorem for profinite groups with finite virtual length. More structural results are provided in the pronilpotent and $p$-adic analytic cases.
Publisher
Cambridge University Press (CUP)