Number Theory


The interests of the Number Theory group are centred on modular forms, automorphic representations and their congruences, Galois representations and their modularity, elliptic curves, arithmetic algebraic geometry, and the Bloch-Kato conjecture on values of L-functions. See the staff pages below for further details.

Please click here for the upcoming talks in the number theory seminar.

Please click here for the upcoming talks in our learning seminar.

Prospective postgraduates should note that a strong student with a good all-round knowledge of undergraduate pure mathematics would still need to do large amounts of preparatory reading to begin with. Their work is likely to have as much to do with algebraic geometry, algebraic topology, analytic functions and representation theory as with undergraduate courses on elementary number theory.

Group home page

Members


Academic staff
Name Office Phone Email VCard  
Dr Tobias Berger J9 23791 vcard Cohomology of arithmetic groups, automorphic forms, Galois representations, Bloch-Kato conjecture
Prof Neil Dummigan J8 23713 vcard Number theory, arithmetic geometry, automorphic forms
Dr Frazer Jarvis J12 23845 vcard Algebraic number theory, Galois representations
Dr Jayanta Manoharmayum J22 23871 vcard Algebraic number theory, the absolute Galois group of Q
Dr Haluk Sengun J10 23725 vcard Algebraic number theory, automorphic forms, Galois representations
Dr Evgeny Shinder J24 23753 vcard Algebraic Geometry

Emeritus professors
Name Office Phone Email VCard  
Prof Victor Snaith   vcard Algebraic K-theory, algebraic topology, algebraic geometry, representation theory

Postgraduate students
Name Office Phone Email VCard  
Mr Wing Tat Rudolf Chow J25 vcard
Samuel Edis J14a vcard
Angelo Rendina J14a vcard
Ciaran Schembri J25 vcard
David Spencer J25 vcard
Ariel Weiss J18a vcard Algebraic number theory, Siegel modular forms, Galois representations
Di Zhang   vcard Algebraic number theory, modular forms and L-functions

Past grants


EPSRC
LMS