A Family of Non-Periodic Tilings, Describable Using Elementary Tools

Comments (7)

jameshart · 8h ago

Someone needs to get this into the hands of a ceramic tile manufacturer or a manufacturer of pavers. These are some of the most immediately aesthetically useful tile shapes mathematics has produced since the hexagon.

ThalesX · 8h ago

Ever since those Einstein tiles I've been dreaming about making a company that does these kind of fancy tiling.

noqc · 7h ago

>aesthetically useful

jameshart · 7h ago

Yes?

Useful for making aesthetically pleasing things.

0y · 7h ago

"The pattern shown in Figure 5(b) was originally presented by Jan Sallmann-Räder in a social media post"

this seems to be said post: https://www.facebook.com/share/1DJu7tSjKq/

joshu · 6h ago

yeah, miki also posts in https://www.facebook.com/groups/tiling as well. i've been following this for a few weeks

joshu · 9h ago

Full title: A Family of Non-Periodic Tilings, Describable Using Elementary Tools and Exhibiting a New Kind of Structural Regularity

This is Miki Imura’s spiral tesselation.

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A Family of Non-Periodic Tilings, Describable Using Elementary Tools

Comments (7)