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Incompressible tensor categories
Algebra & Discrete MathematicsSpeaker: | Victor Ostrik, University of Oregon |
Related Webpage: | https://pages.uoregon.edu/vostrik/ |
Location: | Zoom |
Start time: | Mon, Apr 27 2020, 1:10PM |
This talk is based on joint work with Benson and Etingof. We say that a symmetric tensor category is incompressible if there is no symmetric tensor functor from this category to a smaller tensor category. Our main result is a construction of new examples of incompressible tensor categories in positive characteristic.
Notes: https://www.math.ucdavis.edu/~egorskiy/AGADM/Ostrik_notes.pdf
Please join us to this virtual seminar at https://ucdavisdss.zoom.us/j/842986080. Room opens at 1pm. Email Eugene Gorsky or Jose Simental Rodriguez for password.