Wei Niu

works on

additive combinatorics 1 asymptotic basis 1 dirichlet convolution 1 function fields 1 sidon sets 1 von mangoldt function 1

From the 1 of 2 linked papers with an AI index.

collaborators

2 papers

math.CO2026

An asymptotic Sidon basis of order $3 - I^\cdot$

Wei Niu

The paper proves that for any 0 < η < 0.0527 there exists an infinite Sidon set of natural numbers that forms an asymptotic basis of order 3 − η, so every sufficiently large intege…

math.NT2026

On SÃ¡rkÃ¶zy-SÃ³s Theorem related to representation functions

Jin-Hui Fang, SÃ¡ndor Z. Kiss, Wei Niu +1

Let $N_{0}$ be the set of all nonnegative integers. For a nonempty set $A \subseteq N_{0}$ and integers $n, h \geq 2$ , let $r_{h} (A, n)$ be the number…

An asymptotic Sidon basis of order 3−I^⋅

On SÃ¡rkÃ¶zy-SÃ³s Theorem related to representation functions

An asymptotic Sidon basis of order $3 - I^\cdot$