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University of Oregon
Department of Mathematics
Weekly Seminar Bulletin
February 17 – 21, 2020

Monday, February 17
Department Tea 3:30 PM 219 Fenton
No Colloquium this week
4:00 PM 208 Deady
Tuesday, February 18
Topic tbd (Jeff Monroe, UO)
10:00 AM 210 Deady
Moments of zeta and the vertical distribution of its zeros (Caroline Turnage-Butterbaugh, Carleton college)
10:00 AM Knight Library
Geometric Analysis:
Regularity for convex viscosity solutions to special Lagrangian equations (Yu Yuan, University of Washington)
11:00 AM 210 Deady
Student Number Theory:
The Hasse-Minkowski Theorem (Sean Haight, UO)
12:00 PM 206 Deady
Student Algebra:
Topic tbd (Daniel Hothem, UO)
1:00 PM 210 Deady
Simplicity of reduced group Banach algebras on Orlicz spaces (Chris Phillips, UO)
2:00 PM 210 Deady
No information
2:00 PM 206 Friendly
Satellite operations and knot genera (Allison N. Miller)
3:00 PM 210 Deady
Department Tea 3:30 PM 219 Fenton
A mirror theorem for Gromov-Witten theory without convexity (Jun Wang, Ohio State University)
4:00 PM 210 Deady
Wednesday, February 19
Number Theory:
Heegner points in Hida families and non-vanishing of central derivatives (Francesc Castella, UCSB)
3:00 PM 221 Friendly
Department Tea 3:30 PM 219 Fenton
Thursday, February 20
Functional Analysis:
Quasitraces are Traces for certain C*-algebras (Javad Mohammadkarimi)
11:00 AM 206 Deady
Low Dimensional Topology:
No information
12:00 PM 210 Deady
Machine Learning:
Topic tbd (Marissa Masden, UO)
2:00 PM 210 Deady
Representations of p-adic groups:
Iwahori-Hecke Algebra, continued (Marty Weissman, UCSC)
2:00 PM 209 Deady
Student Teaching:
Student Presentations (Corey Brooke, UO)
3:00 PM 206 Deady
Department Tea 3:30 PM 219 Fenton
Friday, February 21
Department Tea 3:30 PM 219 Fenton
Basic Notions:
What is a mixed characteristic polynomial? (Marcin Bownik, UO)
 4:00 PM 208 Deady