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- W3000220538 abstract "We study the minimally displaced set of irreducible automorphisms of a free group. Our main result is the co-compactness of the minimally displaced set of an irreducible automorphism with exponential growth $phi$, under the action of the centraliser $C(phi)$. As a corollary, we get that the same holds for the action of $ $ on $Min(phi)$. Finally, we prove that the minimally displaced set of an irreducible automorphism of growth rate one is consisted of a single point." @default.
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- W3000220538 date "2020-01-16" @default.
- W3000220538 modified "2023-09-27" @default.
- W3000220538 title "The mimimally displaced set of an irreducible automorphism of $F_N$ is co-compact" @default.
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