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Particular areas of interest include modular forms, p-adic automorphic forms, Galois representations, eigenvarieties, representations of p-adic groups, conjectures for the leading terms of L-functions (both complex and p-adic), homological algebra and algebraic K-theory.
Number Theory Group
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DESCRIPTION
The Number Theory Group is one of the largest and most active in the United Kingdom and internationally leading research is conducted in several different areas. Particular areas of interest include modular forms, p-adic automorphic forms, Galois representations, eigenvarieties, representations of p-adic groups, conjectures for the leading terms of L-functions (both complex and p-adic), homological algebra and algebraic K-theory.
Associated research programmes
Mathematics Research MPhil/PhD (Applied Mathematics, Pure Mathematics), option of joint PhD with HKU
Associated staff research interests
Interests:
Number theory: Galois module structure, arithmetic algebraic geometry.
Website:
Interests:
Number theory, especially modular forms and Galois representations.
Tel:
020 7848 2107
Fax:
020 7848 2017
Email:
Website:
Interests:
Number theory and Arithmetic geometry with a special interest in Iwasawa theory.
Email:
Website:
Interests:
I am interested in understanding modular forms and their generalizations. I take a particular interest in studying congruences between these objects modulo primes numbers. The general way to approach this problem is to study various cohomology groups that naturally arise, and I mostly study those cohomolgy groups which arise over certain algebraic varieties called Shimura varieties.
Email:
Website:
CONTACTS FOR FURTHER INFORMATION
Postgraduate Administrator, 020 7848 2107, fax 020 7848 2017.
Email
Website