The pure symmetric automorphisms of a free group form a duality group

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Abstract
  • The pure symmetric automorphism group of a finitely generated free group consists of those automorphisms which send each standard generator to a conjugate of itself. We prove that these groups are duality groups.
TitleThe pure symmetric automorphisms of a free group form a duality group
CreatorMcCammond, J.
Miller, A.
Brady, N.
Meier, John
PublisherJournal of Algebra
Academic DepartmentMathematics
DivisionNatural Sciences
OrganizationLafayette College
Date Issued2001
Date Available2018-12-20T18:36:26Z
TypeArticle
LanguageEnglish
Bibliographic CitationBrady, N., et al (2001) "The pure symmetric automorphisms of a free group form a duality group." Journal of Algebra 246 (2): 881-896
Standard IdentifierHandle 10385/2476
DOI 10.1006/jabr.2001.8944
Permalinkhttp://hdl.handle.net/10385/2476
Rights Statement In Copyright In Copyright
Rights HoldersElsevier Science
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