V. Kovaleva

most citedCorrelations of the squares of the Riemann zeta on the critical line

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2026

Integers divisible by a shifted prime in a given interval

Rebecca Abi Abdallah, Valeriya Kovaleva, Jeremy Schlitt +1

In this paper we study the behaviour of $H^{*} (x, y, z)$ , the number of integers less than $x$ possessing a divisor in the interval $(y, z]$ of the form $p - 1$ , where $p$ is a prime, for…

math.NT2024★ 1 cited

Correlations of the squares of the Riemann zeta on the critical line

Valeriya Kovaleva

We compute the average of a product of two shifted squares of the Riemann zeta on the critical line with shifts up to size $T^{3/2 - ε}$ . We give an explicit expression for…