1 citations · 1 across the 3 of their papers we have counts for
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Packing minima of convex bodies
Mei Han, Martin Henk, Fei Xue
In 2021, Henk, Schymura and Xue introduced packing minima, associated with a convex body and a lattice, as packing counterparts to the covering minima of Kannan and Lovász. Motivat…
Characterization of the Three-Dimensional Fivefold Translative Tiles
Mei Han, Kirati Sriamorn, Qi Yang +1
This paper proves the following statement: If a convex body can form a fivefold translative tiling in , it must be a parallelotope, a hexagonal prism, a rhombic dodec…
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…
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 , it must be a parallelohedron.} In other words, it must be…