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Linear groups with almost right Engel elements
Published 23 Jan 2018 in math.GR | (1801.08050v1)
Abstract: Let G be a linear group such that for every g in G there is a finite set R(g) with the property that for every x in G all sufficiently long commutators [g,x,x,...,x] belong to R(g). It is proved that G is finite-by-hypercentral.
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