報告題目：Symplectic Aspects of Hyperplane Arrangements
報告人：劉思陽（美國南加州大學）
報告時間：2024年12月20日上午10點30-11點30
報告地點：kaiyun開云官方網(wǎng)站犀浦校區(qū)2教X2336
摘要：Complexified complement of hyperplane arrangements are one of the most classical examples of study in singularity theory and algebraic geometry, while its symplectic properties are largely under exploration. In this talk, I'll present our recent progress toward understanding symplectic geometry of hyperplane arrangements, which is connected to torus-equivariant topology of toric hyperKahler varieties. This is based on the recent joint work with S. Lee, Y. Li and C. Y. Mak and work in preparation with S. Ganatra, W. Li and P. Zhou.
報告人介紹：劉思陽，本科畢業(yè)于中山大學(指導教師為胡建勛教授)，美國南加州大學在讀博士生,師從 Sheel Ganatra 教授。研究方向為辛幾何，特別是辛不變量的計算，包括辛上同調(diào)、(部分)卷繞 Fukaya 范疇等。
