Wei Wang

collaborators

3 papers

math.CO2026

On the m-point convexity

Wenzhi Liu, Wei Wang, Liping Yuan +1

Let $S \subset R^{d}$ $(d \geq 2)$ . A set $S$ is said to be $m$ -point convex, if for every $m$ distinct points in $S$ , at least one of the line-segments determined by them lie…

math.NT2026

Recurrence and congruences for the smallest parts function

Wei Wang

Let $\spt(n)$ be the number of smallest parts in the partitions of $n$ . In this paper, we give some generalized Euler-like recursive formulas for the $\spt$ function in terms of He…

math.LO2025

Finite Combinatorics and Fragments of Arithmetic

Wei Wang

In fragments of first order arithmetic, definable maps on finite domains could behave very differently from finite maps. Here combinatorial properties of $I^£_{n + 1}$ -definable maps…