origami_madness
origami_madness
polyomino substitution 2
Made by iterating "irreptile" tilings from Erich Friedman's Math Magic pages: www2.stetson.edu/~efriedma/mathmagic/1002.html
If the components of an irreptile dissection are scaled by powers of a single number, then when iterated to the limit, the irreptile substitution tiling will continue to have a finite number of tile sizes.
1,080
views
1
fave
0
comments
Uploaded on August 3, 2019
polyomino substitution 2
Made by iterating "irreptile" tilings from Erich Friedman's Math Magic pages: www2.stetson.edu/~efriedma/mathmagic/1002.html
If the components of an irreptile dissection are scaled by powers of a single number, then when iterated to the limit, the irreptile substitution tiling will continue to have a finite number of tile sizes.
1,080
views
1
fave
0
comments
Uploaded on August 3, 2019