File Exchange

image thumbnail

Penrose Rhombus Tiling

version 1.0 (1.42 MB) by Steve Eddins
Compute and visualize aperiodic Penrose rhombus tiling


Updated 26 Nov 2018

View License

Functions for computing and visualizing a particular type of Penrose tiling. Penrose tilings are non-periodic and self-similar. The particular tiling, called P3, is constructed from a pair of rhombuses, a thin one and a thick one.

Cite As

Steve Eddins (2019). Penrose Rhombus Tiling (, MATLAB Central File Exchange. Retrieved .

Comments and Ratings (2)

Najmul Abid

Wow, thank you. it is well explained!
Any idea where I can get for P1 and P2 as well?

Oleg Rubel

It was very useful. Many thanks for the clear and informative documentation!

MATLAB Release Compatibility
Created with R2018a
Compatible with R2018a to any release
Platform Compatibility
Windows macOS Linux
Tags Add Tags