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math.DG2001
Minimal entropy rigidity for lattices in products of rank one symmetric spaces
Christopher Connell, Benson Farb
We prove minimal entropy rigidity for complete, finite volume manifolds locally isometric to a product of rank one symmetric spaces of dimension at least 3: the locally symmetric m…
math.DG2001
The Degree Theorem in higher rank
Christopher Connell, Benson Farb
Let M be any closed, locally symmetric n-manifold (n>1) of nonpositive curvature. Assume that M has no locally Euclidean factors and no factors locally isometric to SL(3,R). Then f…