The lectures will be given in the Edward C. Taylor Auditorium at Frick Chemistry Laboratory, Princeton University.
Abstract
9:20-9:30 Opening remarks
9:30–10:30 David Eisenbud (UC Berkeley) The finiteness of some infinite resolutions and dualizing complexes
11:00–12:00 Yuchen Liu (Northwestern University) Valuative independence for Calabi–Yau varieties
1:15–2:15 June Huh (Princeton University) A decomposition theorem for Lefschetz modules
2:30–3:30 Ziquan Zhuang (Johns Hopkins University) Stable degeneration of symplectic singularities and Kaledin’s conjecture
4:00–5:00 Giulia Saccà (Columbia University) Twists of Lagrangian fibrations
9:30–10:30 Christopher Hacon (University of Utah) On the transcendental base point free conjecture
10:30-11:00 Group Photos (if weather is good) and coffee break
11:00–12:00 Klaus Altmann (Freie Universität Berlin) The Weil decoration of a reflexive sheaf
1:15–2:15 Valery Alexeev (UGA) Compact moduli spaces of Calabi-Yau varieties from singularities
2:30–3:30 Kristin DeVleming (UCSD) Weighted projective degenerations of projective space
4:00–5:00 Zsolt Patakfalvi (EPFL) Effective positivity of Hodge bundles and applications
9:30–10:30 Claire Voisin (CNRS) Boundedness and unboundedness results for zero-cycles on Fano manifolds
11:00–12:00 Paul Hacking (UMass Amherst) Moduli of Calabi Yau 3-folds via mirror symmetry
1:15–2:15 Frank-Olaf Schreyer (Saarland University) A family of Non-Weierstrass semigroups
2:30–3:30 András Némethi (Rényi Mathematical Institute) Filtered lattice homology
4:00–5:00 Lena Ji (UIUC) Arithmetic and birational properties of linear spaces in complete intersections of two quadrics
9:30–10:30 Bhargav Bhatt (IAS/Princeton) The Hodge filtration
11:00–12:00 Jakub Witaszek (Northwestern University) Higher singularities in positive characteristic and characteristic zero
1:15–2:15 Karen Smith (University of Michigan) Surfaces with maximally many lines
2:45–3:45 Robert Lazarsfeld (Stony Brook) Connecting families of curves
9:30–10:30 James McKernan (UCSD) How to recover a variety from its topology
11:00–12:00 Tommaso de Fernex (University of Utah) The Nash problem: past results and future directions
Lecture notes (by Kevin Tucker. Disclaimer: These notes likely contain many errors. They were typed in real time with ample assistance from ChatGPT. They are not official conference proceedings, have not been checked by the speakers, and should not be cited as a reliable source without independent verification.)