Graduate Number Theory Seminar
Meets weekly each quarter.
| Date | Topic |
| 2017 Fall | Individual topics |
| 2018 Spring | Individual topics |
| 2018 Fall | The article by D. R. Heath-Brown and X. Li, "Prime values of \(a^2 + p^4\)" |
| 2019 Winter | Individual topics |
| 2019 Spring | Modular forms |
| 2019 Fall | The article by Yitang Zhang, "On the zeros of zeta`(s) near the critical line" |
| 2020 Winter | The book "A Course in Number Theory and Cryptography" by Neal Koblitz |
| 2020 Spring | The book "The pair correlation of zeros of the zeta function" by Hugh Montgonery |
| 2020 Fall | The book "Lecture notes on the Riemann zeta function" by Henryk Iwaniec |
| 2021 Winter | The book "Introduction to Elliptic Curves and Modular Forms" by Neal Koblitz |
| 2021 Spring | The paper "2^\infty-Selmer groups, 2^\infty-class groups, and Goldfeld's conjecture" by Alexander Smith |
| 2021 Fall | The book "Cohomology of Number Fields" by Jurgen Neukirch, Alexander Schmidt and Kay Wingberg. |
| 2022 Winter | The book "Cohomology of Number Fields" by Jurgen Neukirch, Alexander Schmidt and Kay Wingberg. |
| 2022 Spring | The book "Etale Cohomology and the Weil Conjecture" by Eberhard Freitag and Reinhardt Kiehl. |
| 2022 Fall | The book "Elementary theory of L-functions and Eisenstein series" by Haruzo Hida. |
| 2023 Winter | Notes from 2023 Preliminary Arizona Winter School. |
| 2023 Spring | No Meeting. |
| 2023 Fall | Individual topics in algebraic number theory and analytic number theory. |
| 2024 Winter | Individual topics related to analytic class number formula and BSD conjecture. |
| 2024 Spring | Individual topics related to automorphic forms and Iwasawa Theory. |
| 2024 Fall | Individual topics related to moduli spaces of elliptic curves. |