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The $R_\infty$ property for free groups, free nilpotent groups and free solvable groups (1303.1346v1)
Published 6 Mar 2013 in math.GR
Abstract: Let $F$ be either a free nilpotent group of a given class and of finite rank or a free solvable group of a certain derived length and of finite rank. We show precisely which ones have the $R_{\infty}$ property. Finally, we also show that the free group of infinite rank does not have the $R_{\infty}$ property.
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