时间：2024年6月19日（星期三）14:00-15:00
地点：西湖大学云谷校区E4-233
主讲人：Pietro Mercuri，University of Roma
报告题目：Asymptotic self-intersection of the Arakelov canonical sheaf of $X_0(N)$
报告摘要：We outline the proof that the self-intersection of the Arakelov canonical sheaf of the classical modular curves $X_0(N)$ is asymptotic to $3g\log N$, for $N\to+\infty$ and coprime with 6, where $g$ is the genus of $X_0(N)$.
