Organiser: Balázs Szendrői
- June 20 – June 21: Algebraic Geometry workshop
- Monday June 23, 15:00 – 16:30 in SR12. Aline Zanardini (EPFL), GIT for linear systems of hypersurfaces
- In this talk, we will consider the problem of classifying linear systems of hypersurfaces inside projective space and up to projective equivalence. I will report on a possible approach to solving this problem via geometric invariant theory. I will further illustrate how such an approach can be applied to some relevant geometric examples. This is based on joint work with Masafumi Hattori.
Past talks
- 2025
- May 26, Jun 2, Jakub Löwit (ISTA), Equivariant K-theory, Hochschild homology and fixed-point schemes I-II
- April 28, May 12, Lukas Bertsch, Skew-group algebras and McKay quivers I-II
- March 24-April 7, Anton Mellit: Cohomology rings of character varieties I-III
- March 10-17, Joshua Wen: Wreath Macdonald polynomials and cyclic quiver varieties I-II
- March 3, Giulio Codogni (U Roma 2): Slope inequalities, effective positivity results for Hodge bundles and applications
- January 20, 27, Sean Griffin: Tropical intersection theory on moduli spaces of marked curves I-II
- January 13, Martin Kalck (Uni Graz): Lengths spectra of triangulated categories
- December 9, Mate Telek (MPI Leipzig): Positive Solutions to Polynomial Systems via Tropical Geometry
- 2024
- October 14-November 11, Tamas Hausel (ISTA): Big algebras
- September 30, Michael McBreen (Chinese University of Hong Kong): The Hamiltonian reduction of hypertoric mirror symmetry
- April 29, May 27, June 3 / 10 / 24, Livia Campo: A birational perspective on Fano hypersurfaces and K-stability
- March 4 / 11, April 8 / 15, Noah Arbesfeld: Equivariant K-theory and Hilbert schemes
Balázs Szendrői's Homepage