Geometric Group Theory
‟Minimal surface entropy for asymptotically cusped metrics in 3-manifolds” by Franco Vargas Pallete <franco.vargaspallete@yale.edu>, Yale University
‟Minimal surface entropy for asymptotically cusped metrics in 3-manifolds” by Franco Vargas Pallete <franco.vargaspallete@yale.edu>, Yale University
‟Minimal surface entropy for asymptotically cusped metrics in 3-manifolds” by Franco Vargas Pallete <franco.vargaspallete@yale.edu>, Yale University
‟Minimal surface entropy for asymptotically cusped metrics in 3-manifolds” by Franco Vargas Pallete <franco.vargaspallete@yale.edu>, Yale University
Abstract:
In this talk we will discuss how the minimal area of almost Fuchsian subgroups (more precisely, their asymptotic growth) of a Kleinian group detects the hyperbolic metric under pinched curvature conditions. This is based on upcoming joint work with Ruojing Jiang.