Translation lengths in Out(F_n)

Mathematics – Group Theory

Scientific paper

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Scientific paper

We prove that all elements of infinite order in $Out(F_n)$ have positive
translation lengths; moreover, they are bounded away from zero. Consequences
include a new proof that solvable subgroups of $Out(F_n)$ are finitely
generated and virtually abelian and the new result that such subgroups are
quasi-convex.

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