Columbia Algebraic Geometry Seminar

Spring 2022

 


The Columbia Algebraic Geometry Seminar takes place on Fridays at 3:30 pm in 417 Mathematics Hall on the Columbia campus. Some talks will be streamed on Zoom (password is the number of lines on a cubic surface).

The seminar is organized by Giulia Saccà, Will Sawin, and Akash Sengupta.

 

Schedule of upcoming talks

Click on the title of a talk for the abstract (if available).

 

January 28 Roberto Svaldi Zoom EPFL Boundedness of elliptic Calabi–Yau varieties
February 4 Angela Ortega Zoom Humboldt-Universität Berlin Generically finite Prym maps
February 11 Ana-Maria Castravet Zoom Laboratoire de Mathématiques de Versailles Blown up toric surfaces with non-polyhedral effective cone
February 18
Special time: 1:00 pm
Cinzia Casagrande Zoom Università de Torino Fano manifolds with Lefschetz defect 3
February 25 Andres Fernandez Herrero In person Cornell Intrinsic construction of moduli spaces via affine Grassmannians
March 4 No seminar Cancelled
March 11 Mirko Mauri In person University of Michigan Hodge-to-singular correspondence
March 18 No seminar Spring Break
March 25 Yajnaseni Dutta In person University of Bonn Maximal variation of families of curves
April 1 Marco Castronovo In person Columbia University Symplectic cohomology and toric singularities
April 8 Olivier Martin In person Stony Brook Measures of association for algebraic varieties
April 15 Jennifer Li In person Princeton University A cone conjecture for log Calabi-Yau surfaces
April 22 Sarah Frei Zoom Rice University Reduction of Brauer classes on K3 surfaces
April 29 Brian Lehmann In person Boston College Non-free curves on Fano varieties

 


Schedules from the past: F '97 - F '00, S '01, F '01, S '02, F '02, S '03, F '03, S '04, F '04, S '05, F '05, S '06, F '06, S '07, F '07, S '08, F '08, S '09, F '09, S '10, F '10, S '11, F '11, S '12, F '12, S '13, F '13, S '14, F '14, S '15, F '15, S '16, F '16, S '17, F '17, S '18, F '18, S '19, F '19, S '20, F '20, S '21

This page is maintained by Will Sawin.