Smooth rigidity of higher rank abelian and lattice actions with some hyperbolicity has been studied extensively. When the manifold is a nilmanifold, results by Rodriguez Hertz, Wang, and Brown, Rodriguez Hertz, Wang show that: If the action contains an Anosov diffeomorphism then the action is globally rigid. I will discuss rigidity of higher rank partially hyperbolic actions on nilmanifolds. In particular, I will discuss global rigidity of abelian and higher rank lattice actions that contain one fibered partially hyperbolic element.
By Tim de Laat
By Alp Uzman
By Vincent Pecastaing
By Bassam Fayad
By Amanda Wilkens
By Sven Sandfeldt
By Cyril Houdayer
By Federico Rodriguez Hertz
By Charles Frances
By Mason Hart
By Leon Carvajales
By Sara Maloni
By Sara Maloni
By Sara Maloni
