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Faculty
Number theory, Combinatorics and Discrete mathematics
Analytic number theory, Sieve methods and Probabilistic number theory
Diophantine approximations
Partitions and q-series identities
Distinguished Visiting Professor
The Theory of Partitions and Related Areas
Additive number theory — partitions, combinatorics, basic q -hypergeometric series
Mathematical Physics — quantum exactly integrable models, conformal field theory, special functions
Number Theory - Partition Congruences, Mock Theta Functions and Mock Modular Forms
Basic Hypergeometric Series
Symbolic Computation
Number Theory
Arithmetic Algebraic Geometry
Combinatorics
Analytic number theory, automorphic forms, distribution of
primes, ellipticcurves, modular forms, pretentious analytic number
theory, sieve methods, special values of L-functions, zeros of
L-functions.