题目：Kähler Compactification of Cn and Reeb Dynamics

报告人：周正一(中科院数学所)

时间：2025年3月6日（周四）下午3:20

地点：理科楼 A111

摘要：I will explain a formula relating the minimal discrepancy of Fano cone singularities and Reeb dynamics on the Sasaki link as well as Floer theoric invariants. Such a result can be used to obtain the uniqueness of Kähler compactification of Cn provided the added divisor is smooth. Time permitting, I will also explain a sharp upper bound of minimal discrepancy of Fano cone singularities motivated from this formula as well as compactifications of affine varieties beyond Cn. This is based on joint works with Chi Li.

邀请人：薛金鑫