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Explore the recent proof of the classical K(Ï€,1) conjecture for affine Artin groups, delving into its mathematical intricacies and implications for algebraic topology.
Explore advanced polynomial interpolation techniques in two variables, covering dimension counts, Picard groups, and conjectures like Segre's and Nagata's. Delve into cones, extremal rays, and the A-Conjecture.
Explore G-equivariant birational geometry of 3D projective space, focusing on finite group actions and their impact on fibrations into rational curves or surfaces.
Explore new approaches to nonrationality through Mirror Symmetry, delving into advanced mathematical concepts and their applications in algebraic geometry.
Explore recent advancements in derived equivalences and birational geometry, focusing on Fourier-Mukai functors and geometric invariant theory quotients in both smooth and singular settings.
Explore recent developments in algebraic geometry, focusing on the (stable) rationality problem for cubic hypersurfaces and advancements in degeneration methods involving p-torsion and prelog Chow groups.
Explore construction of surfaces with unique properties using line configurations and abelian cover theory. Delve into advanced algebraic geometry concepts and their applications.
Explore structure theorems and examples like cubic fourfolds to understand rationality in smooth complex projective varieties with Brendan Hassett from Brown University.
Explore finite-dimensional DG algebras, perfect complexes, and their role in noncommutative schemes. Discover connections to DG categories with (semi)exceptional collections.
Explore classical approaches to proving rationality and the relationship between unirationality and infinite transitivity in algebraic geometry with expert Fedor Bogomolov.
Explore new birational invariants combining Hodge theory and Symplectic Geometry in this advanced mathematics lecture by Ludmil Katzarkov.
Explore quantum toric geometry, including LVM theory, quantum GIT, and moduli spaces of toric varieties. Delve into non-commutative spaces and their relation to traditional toric geometry.
Explore birational automorphisms, tropicalization, and their applications to Calabi-Yau varieties. Discover connections between algebraic geometry and piece-wise linear homeomorphisms.
Explore Poisson and quantum algebras of SL(n) monodromies, delving into advanced mathematical concepts and their applications in theoretical physics and geometry.
Explore holomorphic Lagrangian foliation and Gaiotto's conformal limit in this advanced mathematics lecture by UC Davis professor Motohico Mulase.
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