The topic for this semester is abelian variety.
We are using the book "Abelian Varieties" by David Mumford.
Click here for a list of known typos in the book
We meet on Thursdays 4-5 pm in LN 2402.
Go to the arithmetic seminar webpage
Go to the math department homepage
Fall 2012
| Date | Speaker | Content |
|---|---|---|
| 09/13 | Daniel Williams | II.4. Definition of abelian varieties. |
| 09/20 | Joel Dodge | Appendix to § 4. |
| 09/27 | Joel Dodge | II.5. Cohomology and base change. |
| 10/04 | Jinghao Li | II.5. Cohomology and base change (cont.). |
| 10/11 | Michael Fink | II.6. The theorem of the cube I. |
| 10/18 | Michael Fink | II.6. The theorem of the cube I (cont.). |
| 10/25 | Michael Fink | II.6. The theorem of the cube I (cont.). |
| 11/01 | Michael Fink | II.6. The theorem of the cube I (cont.). |
| 11/08 | Daniel Williams | II.7. Dividing varieties by finite groups. |
| 11/15 | Daniel Williams | II.7. Dividing varieties by finite groups (cont.). |
| 11/29 | Daniel Williams | II.7. Dividing varieties by finite groups (cont.). |
| 12/06 | Dikran Karagueuzian | II.8. Dual abelian varieties |
| 12/13 | Dikran Karagueuzian | II.8. Dual abelian varieties |
Attendee
| Name | |
|---|---|
| Ding Ding | ding at math |
| Joel Dodge | joel at math |
| Mike Fink | fink at math |
| Dikran Karagueuzian | dikran at math |
| Jinghao Li | jinghao at math |
| Daniel Vallieres | vallieres at math |
| Adrian Vasiu | adrian at math |
| Daniel Williams | williams at math |
| Changwei Zhou | 0739085 at gmail |