An introduction to (infinitesimal) categorical torelli

Xun Lin (Hong Kong University of Science and Technology)

Wed Oct 8, 08:00-09:30 (2 months ago)

Abstract: In the first part, I will talk about the categorical torelli. We prove the Kuznetsov components of a series of hypersurface in projective space reconstruct the hypersurfaces. Our method allow us to work for hypersurfaces in weighted projective space, and prove the reconstruction theorem for veronese double cone, which is a long-time open case. Joint with J. Rennemo and Shizhuo Zhang. In the second part, I will talk about the infinitesimal categorical torelli for Fano 3-folds. I will prove the classical infinitesimal torelli for Fano 3-folds using the infinitesimal categorical torelli, especially for special Gushel-Mukai 3-folds. Joint with Shizhuo Zhang and Zheng Zhang.

algebraic geometryrepresentation theory

Audience: researchers in the topic


Algebra and Geometry Seminar @ HKUST

Series comments: Algebra and Geometry seminar at the Hong Kong University of Science and Technology (HKUST).

If the talk is online/mixed mode, Zoom info is available on researchseminars.org in the talk details. But if you would also like to be added to the mailing list to get notifications for upcoming talks, please email agseminar@ust.hk.

Organizers: Quoc Ho*, Qingyuan Jiang*
*contact for this listing

Export talk to