|
|
Time | Date |
|
|
BYU |
4:00 | Jan 30 | On Weil's explicit formula |
|
BYU |
4:00 | Feb 6 | An elementary proof of the Riemann hypothesis for elliptic curves over finite fields (1st lecture) |
|
BYU |
4:00 | Feb 13 | An elementary proof of the Riemann hypothesis for elliptic curves over finite fields (2nd lecture) |
|
BYU |
4:00 | Feb 20 | An elementary proof of the Riemann hypothesis for elliptic curves over finite fields (3rd lecture) |
|
BYU |
4:00 | Feb 27 | An elementary proof of the Riemann hypothesis for elliptic curves over finite fields (4th lecture) |
|
BYU |
4:00 | Mar 6 | An elementary proof of the Riemann hypothesis for elliptic curves over finite fields (5th lecture) |
|
BYU |
4:00 | Mar 20 | Explicit formulas for Dirichlet and Hecke L-functions |
|
BYU |
4:00 | Mar 27 | Fourier transforms with real zeros and the Riemann zeta function |
|
BYU |
4:00 | Apr 3 | Computing Tame Brauer Relations |
|
BYU |
4:00 | Apr 10 | Some Remarks on the Rank of Mordell-Weil Group (1st Lecture) |
|
BYU |
3:00 | Apr 16 | Some Remarks on the Rank of Mordell-Weil Group (2nd Lecture) |