Speaker: Nikola Kuzmanovski
University of Notre Dame
Will give an Algebraic Geometry and Commutative Algebra Seminar entitled:
A structural property of generic initial ideals
Abstract: For over a century mathematicians have studied how to transfer information between a homogeneous ideal and its initial ideal. In this talk I will take this topic in the context of regular sequences. I will present an asymptotic structural property of generic initial ideals. This single phenomenon yields results on Hilbert functions, persistence, hyperplane restriction, graded Betti numbers, combinatorial shadow minimization, and Lefschetz properties.
Date: 09-17-2026
Time: 3:30 pm
Location: 258 Hurley Bldg