Elizabeth Hawkins

collaborators

2 papers

math.CO2026

The sum-product problem for small sets II

Phillip Antis, Holden Britt, Caleigh Chapman +3

We establish that every set of $k = 10$ natural numbers determines at least $30$ distinct pairwise sums or at least $30$ distinct pairwise products, as well as the analogous result f…

math.NT2025

Notes and computations on forbidden differences

Christian Dean, Haley Havard, Elizabeth Hawkins +3

We explore from several perspectives the following question: given $X \subseteq Z$ and $N \in N$ , what is the maximum size $D (X, N)$ of $A \subseteq {1, 2, \dots, N}$ …