3 problems

Let $G$ be an abelian group, let $p$ be the smallest prime divisor of the order of $G$, and let $A$ be an $m$-subset of $G$. Assume that $m$ and $h$ are positive integers satisfyin…

Let $G$ be an abelian group, let $p$ be the smallest prime divisor of the order of $G$, and let $A$ be an $m$-subset of $G$. Assume that $m$ and $h$ are positive integers satisfyin…

Let $G$ be a finite abelian group of order $n$, let $p$ be the smallest prime divisor of $n$, and let $A$ be an $m$-subset of $G$. Inverse restricted-sumset conjecture. If…