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Mario Schulz, Queen Mary University, Families of free boundary minimal surfaces in the unit ball

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February 25 | 2:00 pm - 3:00 pm EST

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The study of extremals for Steklov eigenvalues has revitalised the theory of free boundary minimal surfaces. One of the most basic open  questions can be phrased as follows: Can a surface of any given topology  be realised as an embedded free boundary minimal surface in the 3-dimensional Euclidean unit ball? We will answer this question for surfaces with connected boundary and arbitrary genus.

Host: Peter McGrath

Instructions to join: Zoom invitation is sent to the geometry and topology seminar list. If you are not on the list, please, contact the host to get the link.

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Date

February 25

Time
2:00 pm - 3:00 pm
Event Category:
Location
Zoom