Affiliation:
Tsinghua University
Date:
Mon, 26/06/2023 - 14:00 - 14:50
Details:
Program and
Abstracts of Derived symmetries for crepant resolutions of hypersurfaces
Contact: Nicolas Addington
Given a singularity with a crepant resolution, a symmetry of the derived category of coherent sheaves on the resolution may often be constructed, with applications to homological mirror symmetry and enumerative geometry.
I discuss work in progress on general constructions of such symmetries for hypersurface singularities, in particular when the resolution is the blowup in a smooth locus. This builds on previous results with Segal, and is inspired by work of Bodzenta-Bondal.