About
Toby Gee is a Professor in the Mathematics Department at Imperial College London, specializing in Number Theory and Algebraic Geometry. His research focuses on modularity lifting theorems, Galois representations, and the Langlands program, with significant contributions to the study of automorphic forms and arithmetic geometry. He holds editorial roles at journals such as the Duke Mathematical Journal and actively maintains an accessible research profile adhering to WCAG 2.1 AA standards.
His academic journey includes collaborations with prominent mathematicians like Matthew Emerton, Frank Calegari, and David Geraghty, producing influential work on topics such as Serre weights, potential automorphy, and the geometry of moduli stacks. Recent publications (2024–2025) explore cuspidal cohomology, geometric Breuil-Mézard conjectures, and modularity of abelian surfaces over totally real fields. He is also involved in foundational projects like the categorical p-adic Langlands program and the study of étale (φ,Γ)-modules.
No scientific awards are explicitly listed in the provided text, though his extensive publication record and editorial roles reflect his academic standing. His work often bridges algebraic geometry and number theory, emphasizing interdisciplinary connections in arithmetic geometry. For accessibility inquiries or alternative formats, contact toby.gee@imperial.ac.uk.
