Tuesday, October 26, 2021
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All day |
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4:00pm |
10/26/2021 - 4:15pm I'll discuss the problem of predicting the internal structure of a 3-manifold from its end invariants. While this has a pretty satisfying answer for manifolds homeomorphic to (surface)x(interval), we do not have a complete answer in general which is --uniform over an entire deformation space--. In joint work with Ken Bromberg and Dick Canary, we construct such a model for manifolds with incompressible boundary, prove it gives estimates in one direction, and use this to establish an old theorem of Thurston whose original proof is not known. Location:
LOM 214
10/26/2021 - 4:30pm Let G be a reductive group over a number field F and H a subgroup. Automorphic periods study the integrals Location:
Zoom
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