This is the webpage for the reading seminar on Abelian Varieties being held in Term 1, 23/24. HereLink opens in a new window is an introduction to the seminar.

Time and Location

Tuesdays at 4-5pm in Room D1.07

List of Speakers and Talks

Here is the current schedule for the reading group:

Week	Speaker	Subject	Notes
3	Alvaro Gonzalez Hernandez	The Rigidity Theorem, Line Bundles on Smooth Varieties and the definition of $\text{Pic}^{0}(A)$ for an Abelian Variety.	Week 3 NotesLink opens in a new window
4	Daniel Marlowe	The Theorem of the Cube, the Theorem of the Square and applications.	Week 4 Notes
5	Katerina Santicola	Isogenies, Finite Group Schemes and Quotients
6	David Hubbard	Constructing the Dual Abelian Variety
7	Arshay Sheth	Polarisations and the Weil Pairing
8	Mayo Garcia	Degree 0 Divisors on Curves and the Abel-Jacobi Map
9	James Rawson	Constructing the Jacobian Variety
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