# <i>p</i>-elementary subgroups of the Cremona group of rank 3

• ### Yuri Prokhorov

Moscow State University, Russian Federation

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## Abstract

For the subgroups of the Cremona group $\mathrm{Cr}_3(\mathbb C)$ having the form $(\boldsymbol{\mu}_p)^s$, where $p$ is prime, we obtain an upper bound for $s$. Our bound is sharp if $p\ge 17$.