Derived Categories, Arithmetic, and Reconstruction in Algebraic Geometry
Videos from BIRS Workshop
Max Lieblich, University of Washington
Monday Jul 4, 2022 09:09 - 10:15
Reconstruction
Anna Cadoret, Sorbonne Université
Monday Jul 4, 2022 10:40 - 11:44
Degeneracy locus of l-adic local systems - an anabelian approach
Eyal Markman, University of Massachusetts Amherst
Monday Jul 4, 2022 14:03 - 15:09
Rational Hodge isometries of hyper-Kahler varieties of K3[n]-type are algebraic
Jakob Stix, Goethe University Frankfurt
Tuesday Jul 5, 2022 09:00 - 10:10
An invitation to anabelian Geometry
Boris Zilber, Oxford University
Tuesday Jul 5, 2022 10:34 - 11:36
Arithmetic geometry through the eyes of model theory
Tanya Kaushal Srivastava, IIT Gandhinagar
Wednesday Jul 6, 2022 09:01 - 10:07
Counting Twisted Fourier Mukai partners of an ordinary K3 surface.
Sylvain Gaulhiac, University of Alberta
Wednesday Jul 6, 2022 10:31 - 11:39
Towards tempered anabelian recovery of lengths in Berkovich geometry.
Brendan Hassett, Brown University
Thursday Jul 7, 2022 09:02 - 10:05
Derived categories and rational points
Peter Haine, UC Berkeley
Thursday Jul 7, 2022 14:01 - 15:06
Galois-theoretic reconstruction of schemes and Exodromy
Matthew Ballard, University of South Carolina
Thursday Jul 7, 2022 15:31 - 16:41
Generation in prime characteristic/a GUT for flops
Soumya Sankar, Ohio State University
Friday Jul 8, 2022 09:01 - 10:00
Curve classes on conic bundle threefolds and applications to rationality
Daniel Bragg, University of California Berkeley
Friday Jul 8, 2022 10:30 - 11:29
A Stacky Murphy’s Law for the Stack of Curves
