Min Tang

collaborators

2 papers

math.NT2026

On a problem of minimal additive complements for not eventually periodic $S$ -difference sets

Min Tang, Wenjing He

Let $C$ and $W$ be two integer sets. If $C + W = Z$ , then we say that $C$ is an additive complement to $W$ . If no proper subset of $C$ is an additive complement to $W$ , then w…

math.NT2024

Restricted sumsets in $Z$

Yujie Wang, Min Tang

Let $k ⩾ 3$ and let $A = {0 = a_{0} < a_{1} < \dots < a_{k - 1}}$ with $g cd (A) = 1$ . Freiman-Lev conjecture [V.F. Lev, Restricted set addition in groups, I. The classical setting, J.…

On a problem of minimal additive complements for not eventually periodic S-difference sets

Restricted sumsets in Z

On a problem of minimal additive complements for not eventually periodic $S$ -difference sets

Restricted sumsets in $Z$