Algebraic Geometry Seminar at the University of Warsaw, 2024/25

This term the series of lectures on K-stability will follow mostly Chenyang Xu's book K-stability of Fano varieties

Data	First part: 12.00-12:45	Second part: 13.15-14.00
03.10	All participants, Plans for the term	Short advertisements
10.10	Patience Ablett, Gotzmann's persistence theorem for smooth projective toric varieties	Patience Ablett, Part II
17.10	Joachim Jelisiejew, The Hilbert scheme of points on a threefold	Adrian Langer, K-stability of Fano varieties I
24.10	Andrzej Weber, Modular forms and characteristic classes which are invariant with respect to canonical push-forwards	Robert Smiech, K-stability of Fano varieties II
31.10	Neeraj Deshmukh, Lifting points on algebraic stacks	Mieszko Zimny, K-stability of Fano varieties III
07.11	Piotr Oszer, Hilbert-Burch matrices and explicit torus-stable families of finite subschemes of A^2	Prajwal Samal, K-stability of Fano varieties IV
14.11	Jaroslaw Wisniewski, Upgrading torus actions	Francesco Galuppi, K-stability of Fano varieties V
21.11	Adrian Langer, K-stability of Fano varieties VI	Adrian Langer, K-stability of Fano varieties VII
28.11	Yuze Luan, TBA	Pawel Pielasa, K-stability of Fano varieties VIII
05.12	Maria Donten-Bury, TBA	TBA, K-stability of Fano varieties IX
12.12	Jochen Heinloth, TBA	Jochen Heinloth, Part II
19.12	Andre Mialebama-Bouesso, TBA	TBA, K-stability of Fano varieties X
16.01	TBA	TBA