Time: 10:00-11:30, Monday, December 22 2025
Venue：E14-301
Speaker：Jit Wu Yap，MIT
Title：On Uniform Boundedness of Abelian Varieties over Function Fields
Abstract: Let K be the function field of a smooth projective curve B over the complex numbers and let g be a positive integer. The uniform boundedness conjecture predicts that there exists a constant N, depending only on g and K, such that for any g-dimensional abelian variety A over K, any K-rational torsion point of A must have order at most N. In this talk, we will discuss some recent progress. This is joint work with Nicole Looper.
