Tuesday, October 4, 2022
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All day |
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4:00pm |
10/04/2022 - 4:15pm We consider the Weil-Petersson gradient vector field of renormalized volume on the deformation space of convex cocompact hyperbolic structures of a (relatively) acylindrical manifold. Using a toy model for the flow, we show that the flow has a global attracting fixed point at the structure M_geod the unique structure with totally geodesic convex core boundary. This is joint work with Kenneth Bromberg, and Franco Vargas Pallete Location:
LOM 214
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