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GLSM, Homological projective duality and nc resolutions

September 30, 2022 @ 9:30 am - 10:30 am

CMSA Algebraic Geometry in String Theory 09.30.2022

Algebraic Geometry in String Theory Seminar

Speaker:  Mauricio Romo, Tsinghua University

Title: GLSM, Homological projective duality and nc resolutions
Abstract: Kuznetsov’s Homological projective duality (HPD) in algebraic geometry is a powerful theorem that allows to extract information about semiorthogonal decompositions of derived categories of certain varieties. I will give a GLSMs perspective based on categories of B-branes. I will focus mostly on the case of Fano (hypersurfaces) manifolds. In general, for such cases the HPD can be interpreted as a non-commutative (nc) resolution of a compact variety. I will give a physical interpretation of this fact and present some conjectures.

Details

Date:
September 30, 2022
Time:
9:30 am - 10:30 am
Event Category:

Organizer

Charles Doran
Mauricio Romo
Tsung-Ju Lee

Venue

CMSA Room G10
CMSA, 20 Garden Street
Cambridge, MA 02138 United States + Google Map
Phone:
6174967132