报告题目：Some Recent Progress on the Tate/BSD Conjecture and Beyond

报告人：杨梓诠（威斯康星大学麦迪逊分校）

时间：2023年12月14日09：00-10：00    

地点：zoom会议号：896 5812 5945，密码：290152

           腾讯会议号：942 663 0176，无需密码（备用）

Let X be a smooth projective variety over a finite field. The Tate conjecture predicts a formula which allows us to find out how many different classes of line bundles there are on X. The Tate conjecture is deeply related to many other big conjectures in number theory, especially the BSD conjecture. I will talk about some recent progress on the Tate/BSD conjectures. Since this is a job talk, I will also mention some other related results.