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Presented By: Department of Mathematics

Logic Seminar

Ultraproducts and Deligne's Interpolation Categories

Deligne defined certain categories which "interpolate" the representation theory of various families of groups. I will explain a bit what these categories are and why they are interesting. Then I will tell the story of me first removing the use of an ultraproduct from his construction, but then putting it back in somewhere else.
Speaker(s): Nate Harman (UM)

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