Speaker(s) / Presenter(s):
Ian Cavey, Ohio State University
Title: Hilbert Schemes and Newton-Okounkov Bodies
Abstract: Hilbert schemes of points in the plane parametrize finite, closed subschemes of C^2 with a fixed length. In this talk, I will explain how to compute the Newton-Okounkov bodies of these Hilbert schemes, which are certain unbounded polyhedra encoding geometric information about the Hilbert schemes. Finally, I will share what is known for Hilbert schemes of points on complete toric surfaces.
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