Abelian varieties 2023: Difference between revisions
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* November 6: Chapter 8: Abelian varieties, rigidity lemma, and the seesaw principle. | * November 6: Chapter 8: Abelian varieties, rigidity lemma, and the seesaw principle. | ||
* November 13 (Kevin Dao): Chapters 8, 9: Line bundles on abelian varieties. | * November 13 (Kevin Dao): Chapters 8, 9: Line bundles on abelian varieties. | ||
* November 20 ( | * November 20 (Alex Vischer) Chapter 9. | ||
* November 27 (Sign up here) Chapter 10?: | * November 27 (Sign up here) Chapter 10?: | ||
* December 4 (Jameson Auger) Chapter 11?: | * December 4 (Jameson Auger) Chapter 11?: | ||
* December 11 (Sign up here): | * December 11 (Sign up here): | ||
Revision as of 22:53, 17 November 2023
We are following Polishchuk's book "Abelian varieties, theta functions, and the Fourier transform". All references are to the book
Meeting schedule
Starting with the second part of the book, please sign up!
Our normal meeting time is on Mondays, 3:30-5pm.
- November 6: Chapter 8: Abelian varieties, rigidity lemma, and the seesaw principle.
- November 13 (Kevin Dao): Chapters 8, 9: Line bundles on abelian varieties.
- November 20 (Alex Vischer) Chapter 9.
- November 27 (Sign up here) Chapter 10?:
- December 4 (Jameson Auger) Chapter 11?:
- December 11 (Sign up here):