Critical zeros of lacunary $L$-functions
Volume 195 / 2020
Acta Arithmetica 195 (2020), 217-268
MSC: Primary 11M20.
DOI: 10.4064/aa180813-11-11
Published online: 18 May 2020
Abstract
Assuming the existence of infinitely many exceptional discriminants of quadratic fields, it is shown that the Riemann zeta-function has asymptotically 100% of its zeros on selected segments of the critical line.
