Huisken’s theorem via noncollapsing
This is an informal reading seminar where we cover various topics in geometric analysis. Talks should be accessible to honours and postgraduate students who have studied Differential Geometry and some Riemannian Geometry.
Date & time
Date/time
30 Nov 2022 10:00am - 30 Nov 2022 11:30am
Speaker
Speakers
Xinato Lu
Event series
Event series
Contact
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Description
Abstract: Huisken’s theorem states that a uniformly convex surface shrinks to a round point in finite time. In these lectures we will use the noncollapsing property to prove this result.
Notes from last week's lecture can be found here: sites.google.com/view/vmangalath/gars.
Location
MSI Room HN2.48
Hanna Neumann Building 145 Science Road
Acton ACT 2601
-35.275387198178, 149.11925554276