M. Tang

activity

20112020

most citedOn a problem of Nathanson

15 citations · 17 across the 8 of their papers we have counts for

collaborators

Showing 2020Show all

2 papers · 1 filter

math.NT2020

On a subset sums problem of Chen and Wu

Min Tang, Hongwei Xu

For a set $A$ , let $P (A)$ be the set of all finite subset sums of $A$ . We prove that if a sequence $B = {11 \leq b_{1} < b_{2} < \dots}$ satisfies $b_{2} = 3 b_{1} + 5$ , $b_{3} = 3 b_{2} + 2$ and $b_{n+1}=3…

math.NT2020

On an inverse problem in additive number theory

Min Tang, Hongwei Xu

For a set $A$ , let $P (A)$ be the set of all finite subset sums of $A$ . In this paper, for a sequence of integers $B = {1 < b_{1} < b_{2} < \dots}$ and $3 b_{1} + 5 \leq b_{2} \leq 6 b_{1} + 10$ , we deter…