2015
DOI: 10.1080/00927872.2014.910799
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Automorphisms of Aut(A),Aa Free Abelian Group

Abstract: We prove that all automorphisms of the automorphism group of an infinitely generated free abelian group are inner.

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“…Note, that Inn(Aut(A ∞ )) = Aut(Aut(A ∞ )) ( [19], [20]). Anyway Aut(A ∞ ) is not complete because it contains a non-central the inverting authomorphism.…”
Section: Other Propertiesmentioning
confidence: 99%
“…Note, that Inn(Aut(A ∞ )) = Aut(Aut(A ∞ )) ( [19], [20]). Anyway Aut(A ∞ ) is not complete because it contains a non-central the inverting authomorphism.…”
Section: Other Propertiesmentioning
confidence: 99%