Commensurations of Aut(F_N) and its Torelli subgroup

For N ≥ 3, the abstract commensurators of both Aut(FN ) and its Torelli subgroup IAN are isomorphic to Aut(FN ) itself.

Bibliográfalaš dieđut
Váldodahkkit: Bridson, M, Wade, R
Materiálatiipa: Journal article
Giella:English
Almmustuhtton: Springer Nature 2024
_version_ 1826315115417305088
author Bridson, M
Wade, R
author_facet Bridson, M
Wade, R
author_sort Bridson, M
collection OXFORD
description For N ≥ 3, the abstract commensurators of both Aut(FN ) and its Torelli subgroup IAN are isomorphic to Aut(FN ) itself.
first_indexed 2024-04-09T03:54:34Z
format Journal article
id oxford-uuid:47e5bae4-96ff-4229-b2ee-18ed96e3ad67
institution University of Oxford
language English
last_indexed 2024-12-09T03:20:07Z
publishDate 2024
publisher Springer Nature
record_format dspace
spelling oxford-uuid:47e5bae4-96ff-4229-b2ee-18ed96e3ad672024-11-08T12:12:05ZCommensurations of Aut(F_N) and its Torelli subgroupJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:47e5bae4-96ff-4229-b2ee-18ed96e3ad67EnglishSymplectic ElementsSpringer Nature2024Bridson, MWade, RFor N ≥ 3, the abstract commensurators of both Aut(FN ) and its Torelli subgroup IAN are isomorphic to Aut(FN ) itself.
spellingShingle Bridson, M
Wade, R
Commensurations of Aut(F_N) and its Torelli subgroup
title Commensurations of Aut(F_N) and its Torelli subgroup
title_full Commensurations of Aut(F_N) and its Torelli subgroup
title_fullStr Commensurations of Aut(F_N) and its Torelli subgroup
title_full_unstemmed Commensurations of Aut(F_N) and its Torelli subgroup
title_short Commensurations of Aut(F_N) and its Torelli subgroup
title_sort commensurations of aut f n and its torelli subgroup
work_keys_str_mv AT bridsonm commensurationsofautfnanditstorellisubgroup
AT wader commensurationsofautfnanditstorellisubgroup