报告题目：Boundedness of some induced Bridgeland stability conditions

报 告 人： 刘子琦 博士 米兰大学

报告时间：2025年12月10日 17:00-17:40

报告地点：#腾讯会议：448-497-390

校内联系人： 张剑桥 [email protected]

报告摘要：

The Bridgeland stability condition is a mathematical formulation of Douglas’ stability condition in string theory and it rapidly becomes an important part of the field of algebraic geometry in the past two decades. The moduli stack of semistable objects parametrizes special Dirichlet membranes for open strings and provides. However, to obtain nice moduli spaces of semistable objects, one needs to impose more conditions on the Bridgeland stability condition. The critical one is boundedness.

In this talk, I will introduce the current state of research on boundeness of Bridgeland stability conditions. Also, I will discuss an ongoing project aim to obtain boundedness of some induced Bridgeland stability conditions from the bounded ones.

报告人简介：

刘子琦博士，来自米兰大学，研究方向为为K3曲面和K3范畴、超凯勒流形、Bridgeland稳定性条件，曾在国际期刊Proceedings of the AMS和Math Nachrichten发表过相关研究成果。