Tag: Nilpotent
Upper bounds improve for residual finiteness growth in two-step nilpotent groups
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in MathematicsWhat the study found The authors report an improved polylogarithmic upper bound for the residual finiteness growth of two-step nilpotent groups. They also state that this bound depends only on the group’s complex Mal’cev completion, and that it is exact when the commutator subgroup is one- or two-dimensional. Why the authors say this matters The…
