Modularity lifting theorems for non-regular symplectic representations - George Boxer
Mark Kisin, Modularity of 2-dimensional Galois representations
Modularity lifting theorems (Toby Gee) 2-4
On Automorphy of Certain Galois Representations of GO_4 Type - Tong Liu
Sug Woo Shin - 1/3 Shimura Varieties and Modularity
Frank Calegari: Potential modularity of Abelian surfaces I
Automorphy: Automorphy Lifting Theorems I - David Geraghty
Counting Galois representations - Frank Calegari
Chao Li - 1/2 Geometric and Arithmetic Theta Correspondences
Vincent Pilloni: p-adic Eichler-Shimura theory and an arithmetic application
Proof of Fermat's Last Theorem Intro #1
Two Dimensional Galois Representations Over Imaginary Quadratic Fields - Andrei Jorza
George Boxer: Construction of torsion Galois representations
Potential automorphy of some compatible systems over CM fields - Patrick Allen
George Boxerp-adic Automorphic Forms, 1
Automorphy: Deformations of Galois Representations (continued) - David Geraghty
Potential Automorphy - Richard Taylor
Colloquium: Toby Gee (Imperial College London)
Automorphy: Deformations of Galois Representations - David Geraghty
Jiajun Ma - Generic Hecke algebra and theta correspondence over finite fields
