Speaker: Long Wang (SIMIS)
Time: 2025-06-25 16:00
Location: R1610, SIMIS
Zoom Meeting ID: 897 3142 2894 (Passcode: 959954)
摘要：
Inspired by mirror symmetry, Morrison proposed a version of the cone conjecture for Calabi-Yau manifolds, which is about the structure of convex cones of “positive” line bundles. Later the conjecture was generalized by Kawamata from the viewpoint of birational geometry. In this talk, I will give an overview of this conjecture. In particular, I will try to introduce the motivation from mirror symmetry.
About Speaker:
Long Wang is currently an Assistant Professor. He completed his PhD at the University of Tokyo in 2023 under the supervision of Professor Keiji Oguiso. Prior to joining SIMIS, he was a postdoctoral fellow at the Shanghai Center for Mathematical Sciences (SCMS) of Fudan University. His research focuses on birational geometry of Calabi-Yau varieties and dynamics on algebraic varieties.
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