Professor Toby Gee FRS

Toby Gee studies the interactions between p-adic Hodge theory and automorphic forms, in order to solve problems in number theory.


Together with his collaborators, he resolved the Buzzard-Diamond-Jarvis conjecture, the Sato-Tate conjecture for Hilbert modular forms, the Hasse-Weil conjecture for genus two curves, the Ramanujan conjecture for Bianchi modular forms, and the existence of cuspidal cohomology of GL_n. With Matthew Emerton he constructed the 'Emerton-Gee stack', which has transformed the study of p-adic Galois representations.


Toby has been recognized by a number of awards, including a London Mathematical Society Whitehead Prize, a Philip Leverhulme Prize, and a Royal Society Wolfson Research Merit Award.

Professional position

  • Professor, Department of Mathematics, Imperial College London

Subject groups

  • Mathematics

    Pure mathematics

Professor Toby Gee FRS
Elected 2024

Committees

Participated Role
Royal Society Leverhulme Trust Sr. R'search F'ship Panel January 2025 - December 2027 Member