报告人：李军（湖南大学）
时间：2023年5月6日14：00 -15：00
地点：腾讯会议号：477 826 259，无需密码
The space of transverse Kahler (smooth) potentials on Sasaki manifold are endowed with some naturally defined distance structure. Similar to Darvas's work in Kahler setting these metric spaces can be completed and the geometric structure on the completion plays an important role in Sasaki geometry problems. This is a joint work with Prof Weiyong He.
