Farzad Aryan
Published 2019-10-06Version 1
We study the value-distribution of Dirichlet polynomials on the critical line, under the assumption of the so-called alternative hypothesis on the distribution of zeroes of the Riemann zeta function. We also consider some related problems. As an application, we introduce a new approach the the problem of gaps between the zeta zeroes.
On a choice of the mollified function in the Levinson-Conrey method
Zeros of higher derivatives of Riemann zeta function
An amortized-complexity method to compute the Riemann zeta function
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