一、报告题目
Harmonic functions with polynomial growth
二、报告人
中山大学数学学院副研究员 黄显涛
三、邀请人
李刚
四、报告时间
5月24日14:00-15:00
五、报告地点
中心校区知新楼B座819报告厅
六、摘要
Suppose (M, g) is a noncompact Riemannian manifold with nonnegative Ricci curvature, and let hd(M) be the dimension of the space of harmonic functions with polynomial growth of growth order at most d. In this talk, we will review the work in estimating hd(M), and introduce my result on the asymptotic behavior of hd(M) when d is large.
