Hex-Convex Shapes from the Seven Tetrahexes
A polyhex is said to be hex-convex
if every line joining the centers of two of its cells
lies in its interior.
Here are all the hex-convex polyhexes
that the seven tetrahexes can form:
The numbers tell how many distinct tilings each 28-cell polyhex has.
For the one-sided tetrahexes,
see
The
Poly Pages.
Last revised 2025-09-01.
Back to Polyhex Tiling
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Polyform Curiosities
Col. George Sicherman
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