5 problems

Montgomery's large value conjecture for Dirichlet polynomials
Montgomery's large value conjecture. One should have
openanalytic-number-theory dirichlet-polynomials zero-density-estimates
0 responses
05
The density hypothesis for the Riemann zeta-function
Density hypothesis.
openanalytic-number-theory zero-density-estimates zeta-functions
0 responses
013
The stronger density hypothesis for the Riemann zeta function
Stronger density hypothesis. For every $\varepsilon>0$ , there exists $\delta=\delta(\varepsilon)\in(0,1)$ such that, for every $\nu\in[0,1/2-\varepsilon)$ and $T\geq1$ ,
openanalytic-number-theory zero-density-estimates zeta-functions
0 responses
09
Grand Density Hypothesis for Selberg class $L$ -functions
Let $\mathcal{L}$ belong to the subclass $\mathcal{S}'$ of the Selberg class, and let $N_\mathcal{L}(\sigma,T)$ denote the number of zeros…
openl-functions selberg-class zero-density-estimates
0 responses
03
The Density Hypothesis for the Riemann zeta-function and Dirichlet $L$ -functions
Density Hypothesis. The implied constants being absolute, one should have
openanalytic-number-theory l-functions zero-density-estimates
0 responses
04