PAPER / ARXIV:2609.05384
Marcelo Campos , Gabriel Dahia , João Pedro Marciano
RESUMO
We determine, up to a factor of $2^{o(k)}$, the number of $k$-sets $A \subset \{1, \ldots, n\}$ such that $|A + A| \leq m$, where $k = \Theta(\log n)$ and $m \leq k^{1 + \alpha}$, for small $\alpha > 0$, answering a question of Green and Morris.
NO MESMO MAPA