Noah Kravitz

most citedThe largest

(k, ℓ)

-sum-free sets in compact abelian groups

3 citations · 5 across the 2 of their papers we have counts for

collaborators

4 papers

math.CO2020

Generalized difference sets and autocorrelation integrals

Noah Kravitz

In 2010, Cilleruelo, Ruzsa, and Vinuesa established a surprising connection between the maximum possible size of a generalized Sidon set in the first $N$ natural numbers and the op…

math.CO2019★ 2 cited

Barely lonely runners and very lonely runners

Noah Kravitz

We introduce a sharpened version of the well-known Lonely Runner Conjecture of Wills and Cusick. Given a real number $x$ , let $∥ x ∥$ denote the distance from $x$ to the ne…

math.CO2019

Linear extension numbers of $n$ -element posets

Noah Kravitz, Ashwin Sah

We address the following natural but hitherto unstudied question: what are the possible linear extension numbers of an $n$ -element poset? Let $LE (n)$ denote the set of all…

math.CO2019★ 3 cited

The largest $(k, ℓ)$ -sum-free sets in compact abelian groups

Noah Kravitz

A subset $A$ of a finite abelian group is called $(k, ℓ)$ -sum-free if $k A \cap ℓ A = \emptyset.$ In this paper, we extend this concept to compact abelian groups and study the qu…

Generalized difference sets and autocorrelation integrals

Barely lonely runners and very lonely runners

Linear extension numbers of n-element posets

The largest (k,ℓ)-sum-free sets in compact abelian groups

Linear extension numbers of $n$ -element posets

The largest $(k, ℓ)$ -sum-free sets in compact abelian groups