Sheffield Number Theory Group

About the Sheffield Number Theory group

The interests of the Number Theory group are centred around the cohomology and K-theory of arithmetic groups, arithmetic of automorphic forms, automorphic representations and their congruences, Galois representations and their modularity, Langlands programme, arithmetic geometry, and the Bloch-Kato conjecture on values of L-functions.


This is a synergistic intra-disciplinary symposium that will focus on new and developing links between operator K-theory and representation theory.