Rigidity for Boundary Actions and Classification in Low Dimensions

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Federico Rodriguez-Hertz, The Pennsylvania State University
IAS - Simonyi Hall 101

The plan of the talk is to describe joint work with A. Brown and Z. Wang on the smooth classification of actions of lattices in $\mathrm{SL}(n,\mathbb{R})$ on $n-1$ dimensional manifolds. The method is also amenable to show rigidity for some boundary actions.