March 3, 2020
3:00 pm
-
4:00 pm
Math Tower 154
Add to Calendar
2020-03-03 16:00:00
2020-03-03 17:00:00
Algebraic Geometry Seminar - Max Kutler
Title: The Motivic Zeta Function of a Matroid
Speaker: Max Kutler - University of Kentucky
Abstract: We associate to any matroid a motivic zeta function. If the matroid is representable by a complex hyperplane arrangement, then this coincides with the motivic Igusa zeta function of the arrangement. We show that this zeta function is rational and satisfies a functional equation. Moreover, it specializes to the topological zeta function introduced by van der Veer. We compute the first two coefficients in the Taylor expansion of this topological zeta function, answering two questions of van der Veer. This is joint work with Dave Jensen and Jeremy Usatine.
Seminar Link
Math Tower 154
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
public
Date Range
2020-03-03 15:00:00
2020-03-03 16:00:00
Algebraic Geometry Seminar - Max Kutler
Title: The Motivic Zeta Function of a Matroid
Speaker: Max Kutler - University of Kentucky
Abstract: We associate to any matroid a motivic zeta function. If the matroid is representable by a complex hyperplane arrangement, then this coincides with the motivic Igusa zeta function of the arrangement. We show that this zeta function is rational and satisfies a functional equation. Moreover, it specializes to the topological zeta function introduced by van der Veer. We compute the first two coefficients in the Taylor expansion of this topological zeta function, answering two questions of van der Veer. This is joint work with Dave Jensen and Jeremy Usatine.
Seminar Link
Math Tower 154
America/New_York
public
Title: The Motivic Zeta Function of a Matroid
Speaker: Max Kutler - University of Kentucky
Abstract: We associate to any matroid a motivic zeta function. If the matroid is representable by a complex hyperplane arrangement, then this coincides with the motivic Igusa zeta function of the arrangement. We show that this zeta function is rational and satisfies a functional equation. Moreover, it specializes to the topological zeta function introduced by van der Veer. We compute the first two coefficients in the Taylor expansion of this topological zeta function, answering two questions of van der Veer. This is joint work with Dave Jensen and Jeremy Usatine.
