Toby Gee

I am a Senior Lecturer in the mathematics department at Imperial College London.

Office 672
Department of Mathematics
Imperial College
180 Queen's Gate
London SW7 2AZ
UK

toby dot gee at imperial dot ac dot uk.

My CV is here: pdf (updated January 2012)

Teaching

In Autumn 2011 I taught M4P32 Elliptic Curves.

The first example sheet is here: pdf

The second example sheet is here: pdf

The third example sheet is here: pdf

The fourth example sheet is here: pdf

The handout on the doubling formula is here: pdf

Preprints

CoauthorsTitleLink
Matthew EmertonA geometric perspective on the Breuil-Mézard conjecturepdf
Matthew Emerton and Florian HerzigWeight cycling and Serre-type conjectures for unitary groupspdf
Thomas Barnet-Lamb and David GeraghtySerre weights for rank two unitary groupspdf
Frank CalegariIrreducibility of automorphic Galois representations of GL(n), n at most 5pdf
Thomas Barnet-Lamb, David Geraghty and Richard TaylorLocal-global compatibility for l=p, IIpdf
Thomas Barnet-Lamb, David Geraghty and Richard TaylorPotential automorphy and change of weightpdf

Publications

CoauthorsTitleJournalLink
Kevin BuzzardThe conjectural connections between automorphic representations and Galois representationsProceedings of the LMS Durham Symposium 2011 (to appear)pdf
Thomas Barnet-Lamb, David Geraghty and Richard TaylorLocal-global compatibility for l=p, IAnnales de Mathématiques de Toulouse Volume 21, Number 1 (2012, to appear).pdf
Thomas Barnet-Lamb and David GeraghtyCongruences betwen Hilbert modular forms: constructing ordinary liftsDuke Math. Journal (to appear)pdf
Tong Liu and David SavittCrystalline extensions and the weight part of Serre's conjectureAlgebra and Number Theory (to appear)pdf
David GeraghtyCompanion forms for unitary and symplectic groupsDuke Math. Journal (to appear)pdf
Thomas Barnet-Lamb and David GeraghtyThe Sato-Tate conjecture for Hilbert modular formsJ. Amer. Math. Soc. 24 (2011), 411-469.pdf
David SavittSerre weights for mod p Hilbert modular forms: the totally ramified caseJ. Reine Angew. Math. 2011:660, 1-26.pdf
On the weights of mod p Hilbert modular formsInventiones mathematicae. Volume 184, Number 1, 1-46 (2011).pdf
David SavittSerre weights for quaternion algebrasCompositio Mathematica Volume 147, Issue 04, 1059-1086 (2011).pdf
Automorphic lifts of prescribed typesMathematische Annalen. Volume 350, Number 1, 107-144 (2011).pdf
The Sato-Tate conjecture for modular forms of weight 3Documenta Mathematica 14 (2009) 771-800.pdf
Kevin BuzzardExplicit reduction modulo p of certain 2-dimensional crystalline representationsIMRN 2009, no. 12, 2303-2317.pdf
A modularity lifting theorem for weight two Hilbert modular formsMathematical Research Letters Volume 13, Issue 5, September 2006, 805-811.pdf Erratum
Companion forms over totally real fields, IIDuke Math. Journal 136 (2007), no. 2, 275-284.pdf
Companion forms over totally real fieldsManuscripta Math. 125 (2008), no. 1, 1-41.pdf

http://www2.imperial.ac.uk/~tsg/Index_files/photo2011.jpg