Lectures on the Hitchin fibration and fundamental lemma 10.6.2021 - Ngô Bảo Châu
Lectures on the Hitchin fibration and fundamental lemma 10.6.2021
Lectures on the Hitchin fibration and fundamental lemma 8.6.2021
Ngô B. Ch.: Generalized Hitchin fibration and invariant theory
Carlos Simpson (Nice) Betti Hitchin fibration
On the Hitchin fibration for algebraic surfaces
B. Morrisey: Mirror symmetry for Hitchin fibration associated to U(n,n)
A support theorem for the Hitchin fibration - Pierre-Henri Chaudouard
Hitchin fibration and Prym varieties
Chris Peters: The Hitchin fibration, part 1
Bao Chau Ngo - 1/3 Orbital integrals, moduli spaces and invariant theory
Hodge Theory, Higgs Bundles on Moduli Spaces of Manifolds and Hyperbolicity II
Xinwen Zhu - 1/3 Coherent Sheaves on the Stack of Langlands Parameters
Henri Guenancia. Application of Kähler-Einstein metrics in Algebraic Geometry II
Short course on Hitchin Integrable Systems, 1st lecture. Tom Sutherland (Lisbon University).
Supports for Hitchin fibrations Mark de Cataldo
Yohan Brunebarbe: Higher-dimensional Arakelov inequalities and applications to hyperbolicity
Lecture 2 affine group scheme with descriptions by R-module structure
Jason Miller - 4/4 Equivalence of Liouville quantum gravity and the Brownian map
Sáng 29 06 Brieskorn theorem on generalized braid groups Nguyễn Việt Dũng
