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Presented By: Department of Mathematics

Geometry Seminar

Hyperbolic cone-manifolds: degenerating towards flexibility

Hyperbolic structures on 3-manifolds tend to be rigid, relative to certain boundary data. Families of such structures, with varying boundary data, can degenerate to other types of geometric structures that are much more flexible. The particular limit structures typically are solutions to extremal problems. This lecture will discuss several examples of this phenomenon.
Speaker(s): Steven Kerckhoff (Stanford)

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