Nathan Ng

I am a professor and the PIMS site director at the University of Lethbridge. Here is my personal website .

My area of research is analytic number theory. I am interested in the Riemann zeta function, L-functions, prime numbers, and a variety of problems in multiplicative number theory. My Ph.D. thesis, Limiting Distributions and Zeros of Artin L-functions, studied the finer behaviour of the summatory function of the Möbius function and Chebyshev's bias in Galois groups. Some research topics I work on include: mean values of L-functions, non-vanishing of L-functions, sums over the zeros of the zeta function, gaps between zeros of the zeta function, simple zeros of L-functions, linear combinations of zeros of L-functions, explicit number theory, and various questions concerning distribution functions of number theoretic functions. In the past ten years, I have extensively studied moments of the Riemann zeta function, mean values of long Dirichlet polynomials, and convolution sums of arithmetic functions

Here is a link to the Lethbridge Number Theory and Combinatorics seminar . I was a co-organizer from 2010-2020.