13:00-13:15: |
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Arrival (tea/coffee) [Room 04.4.19] |
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13:15-14:15: |
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Speaker: Panagiota Daskalopoulos (Columbia, New York City) [Room 04.4.20] |
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Title: Uniqueness of Ancient solutions to Mean Curvature flow |
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Abstract: We will discuss recent work concerning the classification of
ancient compact non collapsed solutions to Mean Curvature flow.
This is joint work with N. Sesum and S. Angenent. |
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14:15-14:45: |
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Tea/coffee/cake and cookies [Room 04.4.19] |
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14:45-15:45: |
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Speaker: Felix Lubbe (U Copenhagen, Denmark) [Room 04.4.20] |
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Title: Mean Curvature Flow in Asymptotically Flat Spacetimes |
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Abstract: We consider the long-time behaviour of the mean curvature flow of spacelike hypersurfaces in the Lorentzian product manifold M×ℝ, where M is asymptotically flat. If the initial hypersurface F0⊂ M×ℝ is uniformly spacelike and asymptotic to M×{s} for some s∈ℝ at infinity, the mean curvature flow starting at F0 exists for all times and converges uniformly to M×{s} as t→∞.
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