7 citations · 15 across the 7 of their papers we have counts for
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math.MG2017★ 3 cited
Characterization of the Two-Dimensional Five-Fold Translative Tiles
Qi Yang, Chuanming Zong
In 1885, Fedorov discovered that a convex domain can form a lattice tiling of the Euclidean plane if and only if it is a parallelogram or a centrally symmetric hexagon. It is known…
math.MG2017★ 7 cited
Multiple Translative Tilings in Euclidean Spaces
Qi Yang, Chuanming Zong
In 1885, Fedorov discovered that a convex domain can form a lattice tiling of the Euclidean plane if and only if it is a parallelogram or a centrally symmetric hexagon. This paper…
math.MG2017★ 3 cited
Multiple Lattice Tilings in Euclidean Spaces
Qi Yang, Chuanming Zong
This paper proves the following results: Besides parallelograms and centrally symmetric hexagons, there is no other convex domain which can form a two-, three- or four-fold lattice…