Noah Kravitz

activity

20172026

(k, ℓ)

-sum-free sets in compact abelian groups

3 citations · 8 across the 14 of their papers we have counts for

collaborators

20 papers

math.PR2026

Half-plane non-coexistence without FKG

Frederik Ravn Klausen, Noah Kravitz

For $μ$ an edge percolation measure on the infinite square lattice, let $μ_{hp}$ (respectively, $μ_{h p}^{*}$ ) denote its marginal (respectively, the marginal of its planar d…

math.NT2025

The distribution of prime values of random polynomials

Noah Kravitz, Katharine Woo, Max Wenqiang Xu

The Bateman--Horn Conjecture predicts how often an irreducible polynomial $f (x) \in Z [x]$ assumes prime values. We demonstrate that with sufficient averaging in the coeffi…

math.DS2025

Quantitative pyjama

Noah Kravitz, James Leng

The "pyjama stripe" with parameter $ε > 0$ is the set $E (ε)$ of all complex numbers $z$ such that the distance from $ℜ (z)$ to the nearest integer is at most $\v…

math.CO2025

Statistics of Erdős-Rényi random numerical semigroups

Noah Kravitz, Santiago Morales, Carl Schildkraut

For $p > 0$ a small parameter, let $A \subseteq Z_{> 0}$ be a random subset where each positive integer is included independently with probability $p$ . We show that,…

math.CO2025

Relative sizes of iterated sumsets

Noah Kravitz

Let $h A$ denote the $h$ -fold sumset of a subset $A$ of an abelian group. Resolving a problem of Nathanson, we show that for any prescribed permutations $σ_1, \ldots, σ_H \in \mathf…

math.NT2024

Relative Lonely Runner spectra

Vanshika Jain, Noah Kravitz

For a subtorus $T \subseteq (R / Z)^{n}$ , let $D (T)$ denote the $L^{\infty}$ -distance from $T$ to the point $(1/2, \dots, 1/2)$ . For a subtorus $U \subseteq (\mathbb{R…