ZUMA - Global Torelli theorem for K3 surfaces/A user’s guide to Markman’s hyperholomorphic bundles12.1
地点:海纳苑2幢204室
时间:12月1日,16:00 - 17:20
报告人:訚琪峥 Qizheng Yin(北京大学)
摘要:
Pretalk: Global Torelli theorem for K3 surfaces
Research talk:A user’s guide to Markman’s hyperholomorphic bundles
Abstract: We discuss several applications of Markman’s recent construction of hyperholomorphic bundles on products of hyper-Kähler varieties of K3^[n] type. These include the algebraicity of certain natural Hodge classes (Markman’s own work), the D-equivalence conjecture (joint work with Davesh Maulik, Junliang Shen, and Ruxuan Zhang), and, potentially, a better understanding of the Chow ring of K3^[n] type varieties.