„outer automorphism group“

Suchergebnisse

1.000+ Treffer

• Compressed Decision Problems in Groups
  Haubold, Niko ; Lohrey, Markus ; Diekert, Volker 2012 Universitätsbibliothek Leipzig
• Outer automorphism groups
  Braun, Gábor
• Strong indecomposability of the outer automorphism groups of nonabelian free profinite groups
  Minamide, Arata ; Tsujimura, Shota
• Automorphism groups of totally ordered sets: A retrospective survey
  Bludov, V. ; Droste, M. ; Glass, A.
• Residual finiteness of outer automorphism groups of certain tree products
  Wong, P. C. ; Wong, K. B.
• On outer automorphism groups of coxeter groups
  Howlett, R. B. ; Rowley, P. J. ; Taylor, D. E.
• Two properties of the filtration of the outer automorphism groups of certain groups
  Asada, Mamoru
• The maximum order of finite groups of outer automorphisms of free groups
  Wang, Shicheng ; Zimmermann, Bruno
• Holonomy groups of Bieberbach groups with finite outer automorphism groups
  Hiss, Gerhard ; Szczepański, Andrzej 1994 IWR
• The cohomology groups of the outer Whitehead automorphism group of a free product
  Berkove, Ethan ; Meier, John
• Outer automorphism groups of simple Lie algebras and symmetries of painted diagrams
  Chuah, Meng-Kiat ; Zhang, Mingjing
• Outer automorphism groups of ordered permutation groups
  Droste, Manfred ; Shelah, Saharon
• Outer automorphism groups
  Braun, Gábor
• The group of measure-preserving transformations of [0, 1] has no outer automorphisms
  Eigen, S. J.
• An example of a torsion-free nilpotent group having no outer automorphisms
  Zalesskii, A. E.
• Holonomy groups of Bieberbach groups with finite outer automorphism groups
  Hiss, Gerhard ; Szczepański, Andrzej
• On the number of outer automorphisms of an infinite nilpotent p-group
  Buckley, Joseph ; Wiegold, James
• Finite metabelian groups with no outer automorphisms
  Gagen, Terence M. ; Robinson, Derek J. S.
• Sylow-centralizing sections of outer automorphism groups of finite groups are nilpotent
  Dade, Everett C.
• Outer automorphisms of finitely generated nilpotent groups
  Gupta, N. D. ; Stonehewer, S. E.