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Event

Elena Hafner (University of Washington)

Friday, December 5, 2025 11:00to12:00

Title: Elena Hafner, University of Washington

Abstract: Castelnuovo-Mumford polynomials are the maximal degree components of Grothendieck polynomials.  The support of each Castelnuovo-Mumford polynomial is conjectured to be M-convex, i.e. the set of integer points of a generalized permutahedron (Mészáros and St. Dizier, 2020).  This conjecture is known to hold in certain special cases but remains open in general. We define new families of permutations whose Castelnuovo-Mumford polynomials we show to have M-convex support.  Specifically, we investigate which permutations have Castelnuovo-Mumford polynomials whose supports are the set of integer points in a schubitope.

Room PK-4323 of UQAM’s Président-Kennedy Building.

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