2 problems

Assume the notation $N_0'(T)$, $N_1(T)$, and $N_2(T)$ denotes the counting functions up to height $T$ for zeros of $\zeta'(s)$ of types $0$, $1$, and $2$, respectively. Stopple's z…

Let $N(T)$ denote the number of zeroes in an interval of length $T$ of a non-degenerate stationary Gaussian process (SGP), with covariance function $r$ and parameter $\sigma$ as in…