报告人：李宇翔（清华大学）
时间：2023年5月19日上午10:00-11:00
地点：腾讯会议号：387 736 627 ，无需密码
In this talk, we will explore the blowup properties of a sequence of $\alpha_k$-harmonic maps, denoted as $u_k$, from a closed surface $\Sigma$ to a closed manifold $(N,h)$. We will
1. prove that the neck region is composed of geodesics;
2. establishing a weak energy identity;
3. verifying an energy identity under the conditions of $Ric_h > 0$ and the boundedness of the index of $E_{\alpha_k}(u_k)$.
