Minimal Log Discrepancies on Smooth Threefolds
发布时间:2024年10月10日
浏览次数:272
发布者: Meng Yu
主讲人: Masayuki Kawakita (RIMS, Kyoto University)
活动时间: 从 2024-10-16 15:00 到 16:15
场地: Room 77201, Jingchunyuan 78, BICMR
Abstract: The minimal log discrepancy is an invariant of singularities related to termination of flips. The ACC for minimal log discrepancies is still unknown in dimension three, and it is one of the most important remaining problems in the minimal model theory of threefolds. In the talk, I will explain a proof of the ACC for minimal log discrepancies on smooth threefolds. More introductory exposition will be given in my seminar talk at Academy of Mathematics and Systems Science on the preceding day, 15 Oct.