Archipelago of Octadics

Digital Print 2021

This artwork answers the question of how many ways can one place eight color pairs such that there is one other color between the first color pair, two colors between the second color pair, and so on. Mathematically, these are the 150 different Langford sequences for n=8. This piece is the fourth in a series of artworks related to Langford sequences.

Background and Inspiration

This is one of four artworks related to Langford sequences. See for more details on Langford sequences.


Related Works

Exhibition History