Random and Arithmetic Structures in Topology: Introductory Workshop August 25, 2020 - September 11, 2020
Location: MSRI: Online/Virtual
Mostow’s Rigidity Theorem says that a closed 3-manifold M admits at most one hyperbolic structure up to isometry. If M does admit such a structure, can one effectively describe its geometry (e.g., its volume, diameter or more general `shape’) in terms of the topology of M? We will survey a number of results in this theme.
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