Algebraic Anosov Actions of Nilpotent Lie Groups

  • Thierry Barbot, Carlos Maquera
  • Published 2018


In this paper we classify algebraic Anosov actions of nilpotent Lie groups on closed manifolds, extending the previous results by P. Tomter ([29, 30]). We show that they are all nil-suspensions over either suspensions of Anosov actions of Z on nilmanifolds, or (modified) Weyl chamber actions. We check the validity of the generalized Verjovsky conjecture in… (More)


  • Presentations referencing similar topics