NTS Fall Semester 2024

Number Theory / Representation Theory Seminar, University of Wisconsin - Madison

• When: Thursdays, 2:25 PM – 3:25 PM, unless otherwise noted
• Where: Van Vleck B215 or remotely
• Please join the math NTS mailing list: [[1]]

Date	Speaker (click for homepage)	Title (click for abstract)
Sep 12	Zhiyu Zhang (Stanford)	Non-reductive special cycles and arithmetic fundamental lemmas
Sep 19	Alireza Golsefidy (UCSD)	Random walks on group extensions
Sep 26	Niclas Technau (U Bonn)	Rational points on/near homogeneous hyper-surfaces
Oct 3	Asvin G (IPAM)	Distributions of how the p-adic Galois group acts in geometric local systems
Oct 10	Shiva Chidambaram (Wisconsin)	Computing Galois images of abelian threefolds with extra endomorphisms
Oct 17	Alex Dunn (Georgia Tech)	Quartic Gauss sums over primes and metaplectic theta functions
Oct 24	Mike Lipnowski (OSU)	Rigid meromorphic cocycles for orthogonal groups
Oct 31	Chuanqi Zhang (University of Technology Sydney, Australia)	Faster isomorphism testing of p-groups of Frattini class-2
Nov 7	Tomer Schlank (U. Chicago)
Nov 14	Isabel Vogt (Brown)
Nov 21	Josh Mundinger (Wisconsin)
Nov 28	Thanksgiving break - No seminar
Dec 5	Sameera Vemulapalli (Harvard)
Dec 12	Salim Tayou (Dartmouth)

*to be confirmed

There is also an accompanying graduate seminar, which meets on Tuesdays.

Past Semesters

You can find our Spring 2024 speakers in Spring 2024

You can find our Fall 2023 speakers in Fall 2023

You can find our Spring 2023 speakers in Spring 2023

You can find our Fall 2022 speakers in Fall 2022

You can find our Spring 2022 speakers in Spring 2022.

You can find our Fall 2021 speakers in Fall 2021.

You can find our Spring 2021 speakers in Spring 2021.

You can find our Fall 2020 speakers in Fall 2020.

You can find our Spring 2020 speakers in Spring 2020.
You can find our Fall 2019 speakers in Fall 2019.
You can find our Spring 2019 speakers in Spring 2019.
You can find our Fall 2018 speakers in Fall 2018.

Organizer contact information

Shiva Chidambaram

Return to the Algebra Group Page