27 citations · 46 across the 33 of their papers we have counts for
51 papers
A new proof that more than of the zeros of the Riemann zeta function are simple and on the critical line
Youness Lamzouri
We obtain a new, conceptually simpler, unconditional proof that more than of the non-trivial zeros of the Riemann zeta function are simple and on the critical line, and t…
A note on large values of Dirichlet -functions for characters of fixed order at
Youness Lamzouri
In this note, we use a simple argument to show the existence of large values of conjecturally sharp size for Dirichlet -functions attached to primitive characters of fixed order…
Sharp omega results for the divisor and circle problems
Youness Lamzouri
We establish omega results for the divisor and circle problems that are conjecturally sharp, while also determining the sign of the large values obtained. This improves on the work…
Large values of exponential sums with multiplicative coefficients
Andrew Granville, Youness Lamzouri
In 1977 Montgomery and Vaughan gave tight bounds for exponential sums of the form where is a -bounded multiplicative function and ,…
An omega result for the least negative Hecke eigenvalue
Youness Lamzouri
We establish the existence of many holomorphic Hecke eigenforms of large weight for the full modular group, for which the least positive integer such that $λ_f(n_f)<0…
Erdős's integer dilation approximation problem and GCD graphs
Dimitris Koukoulopoulos, Youness Lamzouri, Jared Duker Lichtman
Let be a countable set such that . We prove that, for ev…