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Supergolden Approximations

by Liam Taylor West

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about

Supergolden Approximations is an artwork created during my residency at the University of Bristol School of Maths, and in collaboration with researchers Demi Allen, Felix Flicker, and Henna Koivusalo.

It looks at the infinite, never-repeating sequences that can be found within irrational numbers (in this case, the supergolden ratio), and how these sequences grow. The supergolden sequence is formed of three different events, appearing in this piece as musical ideas (represented by the three colours) and individual notes within ideas (represented by the three columns). The three instrument groups are represented by the three rows in the artwork.

As the sequence grows, and gets increasingly complex, it acts as a better approximation to the number that created it: the supergolden ratio.

Video of the artwork: youtu.be/5LrYv-214VU

credits

released January 17, 2022
Lloyd Coleman - Clarinets
Harriet Riley - Marimba
Georgie Ward - Piano

Jonathan Scott - Recording Engineer
Tom Jacob - Assistant Recording Engineer
Ben Capp - Mix and Mastering

The cover artwork is the 'Psi Quad Tiling', created by Ed Pegg Jr., and generated here by Jake Langham. This tiling is also based on the supergolden ratio, and grows in the same way as my piece.

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Liam Taylor West UK

Liam Taylor-West is a Composer and Creator of Immersive Music Experiences.

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