Logic Seminar
Matt Devilbiss
UIC
Generic Differential Equations are Strongly Minimal
Abstract: In this talk, I will outline a new technique for showing that nonlinear algebraic differential equations are strongly minimal. This is used to prove the strong minimality of generic differential equations with sufficiently large degree, answering a question of Poizat (1980). Time permitting, I will also discuss ongoing work in applying this method to differential equations of interest whose coefficients are not generic. This is joint work with James Freitag.
Tuesday August 31, 2021 at 4:00 PM in 636 SEO