Kirati Sriamorn

most citedTwofold Translative Tiles in Three-Dimensional Space

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.NT2026

Congruences via Partitions with Exactly Two Part Sizes

Sittinon Jirattikansakul, Teeradej Kittipassorn, Kraiwich Kongsiri +2

We prove the congruence $\sum_{1 \leq k < N} σ_{0} (N - k^{2}) \equiv 0 (mod 4)$ , where $σ_{0} (m)$ denotes the number of positive divisors of $m$ , for $N = A n + B$ with $(A,B) \in…

math.MG2021

The Three and Fourfold Translative Tiles in Three-Dimensional Space

Mei Han, Kirati Sriamorn, Qi Yang +1

This paper proves the following statement: If a convex body can form a three or fourfold translative tiling in the three-dimensional space, it must be a parallelohedron. In other w…

math.MG2021★ 1 cited

Twofold Translative Tiles in Three-Dimensional Space

Mei Han, Qi Yang, Kirati Sriamorn +1

This paper proves the following statement: {\it If a convex body can form a twofold translative tiling in $E^{3}$ , it must be a parallelohedron.} In other words, it must be…