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Toby Gee
Arxiv:1009.0785V3 [Math.NT] 7 Sep 2015 Ersnaininstead
November 2013
Philip Leverhulme Prize Winners 2012
Explicit Serre Weights for Two-Dimensional Galois Representations
Curriculum Vitae Í
Brandon William Allen Levin University of Arizona
[email protected]
Department of Mathematics 617 N
On Galois Representations Associated to Low Weight Hilbert–Siegel Modular Forms
The University of Chicago Taylor
EXPLICIT SERRE WEIGHTS for TWO-DIMENSIONAL GALOIS REPRESENTATIONS 3 in the Published Version of [GLS14])
Arxiv:0810.1877V2 [Math.NT]
A MODULARITY LIFTING THEOREM for WEIGHT TWO HILBERT MODULAR FORMS Toby Gee 1. Introduction in [Kis04] Mark Kisin Introduced a Nu
Curriculum Vitae – Christian Johansson
Arxiv:1109.4226V3 [Math.NT] 20 Mar 2013 S Rn DMS-0841491
The Structure of Potentially Semi-Stable Deformation Rings
Arxiv:1502.02518V2 [Math.NT] 11 Apr 2016 Diinlyspotdb Eehlepie Ai Ui C 306326
Mathematics Without Apologies
Breuil–Mézard Conjectures for Central Division Algebras
Modularity Lifting Theorems - Notes for Arizona Winter School - Draft Version
Top View
MATTHEW JAMES EMERTON Curriculum Vitae
Definitions 2.1
Arxiv:1208.3179V4 [Math.NT] 18 Sep 2013 Necsatn Rn.Tescn Uhrwsprilysuppo Partially Was Author Second the Grant
AUTOMORPHIC LIFTS of PRESCRIBED TYPES Contents 1. Introduction 1 2. Local Structure of Deformation Rings 2 3. Hilbert Modular Fo
The Breuil–Mézard Conjecture for Potentially
MATTHEW JAMES EMERTON Curriculum Vitae
GENERAL SERRE WEIGHT CONJECTURES Contents 1
P-Adic Langlands Functoriality
Potential Automorphy and Change of Weight
David Savitt (7/2018)