UBC Number Theory Seminar: Fatma Çiçek

A result of Rademacher is that on the Riemann hypothesis, the positive ordinates of the nontrivial zeros of the Riemann zeta function, that is, the γ with γ>0, are uniformly distributed modulo one. This talk will be on a recent conditional result of the speaker with Steve Gonek, which proves that a special subsequence of this sequence is also uniformly distributed modulo one. The elements of the subsequence are obtained from the original sequence by imposing a size restriction on the values log|ζ′(12+iγ)| conditionally on the Riemann hypothesis.