报告人：张俊（助理教授，中国科学技术大学–几何与物理研究中心）

时间：2024年4月23日（周二）14：00

地点：海纳苑2幢102室

摘要：In this talk, we will show how to prove the strong Arnold chord conjecture for a large family of star-shaped domains in \R^4, which says that for any Legendrian knot on their contact boundaries, there exists a Reeb chord on the Legendrian knot with distinct endpoints. The proof heavily relies on the recent advances in various equivalences of symplectic capacities on monotone toric domains. A higher-dimensional version for star-shaped domains in \R^{2n} also holds under a technical condition. This talk is based on joint work with Jungsoo Kang. 

联系人：吴惟为（wwwu9693@zju.edu.cn）