Quan-Hui Yang

activity

20112026

h

-fold sumsets

9 citations · 10 across the 19 of their papers we have counts for

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2 papers · 1 filter

math.NT2012

Density of integral sets with missing differences

Quan-Hui Yang, Min Tang

Motzkin posed the problem of finding the maximal density $μ (M)$ of sets of integers in which the differences given by a set $M$ do not occur. The problem is already settled when $|…

math.NT2012

Weighted representation functions on $Z_{m}$

Quan-Hui Yang, Yong-Gao Chen

Let $m$ , $k_{1}$ , and $k_{2}$ be three integers with $m \geq 2$ . For any set $A \subseteq Z_{m}$ and $n \in Z_{m}$ , let $r^_{k_{1}, k_{2}} (A, n)$ denote the number of solution…

Density of integral sets with missing differences

Weighted representation functions on Zm​

Weighted representation functions on $Z_{m}$