On $d$-complete sequences modulo $l$
Xing-Wang Jiang, Bing-Ling Wu · Acta Arithmetica · 2024
A sequence $\mathcal {T}$ of positive integers is called d-complete modulo $l$ if for every integer $0\leq u\leq l-1$, there exists an integer $v$ with $vl+u \gt 0$ such that $vl+u$ can be represented as the sum of distinct terms from $\mathcal {