Talk page
Title:
The min-max width of unit volume three-spheres
Speaker:
Abstract:
The (Simon-Smith) min-max width of a Riemannian three dimensional sphere is a geometric invariant that measures the tightest way, in terms of area, of sweeping out the three-sphere by two-spheres. In this talk, we will explore the properties of this geometric invariant as a functional on the space of unit volume
metrics.
This is joint work with Rafael Montezuma.
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