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Maximal subgroups of the minimal ideal of a free profinite monoid are free
Authors:Benjamin Steinberg
Institution:1.School of Mathematics and Statistics,Carleton University,Ottawa,Canada
Abstract:We answer a question of Margolis from 1997 by establishing that the maximal subgroup of the minimal ideal of a finitely generated free profinite monoid is a free profinite group. More generally, if H is variety of finite groups closed under extension and containing ℤ/pℤ for infinitely may primes p, the corresponding result holds for free pro-$ \bar H $ \bar H monoids.
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