Lydia Ayers (1952-2022) was a composer, flutist, educator, and puppeteer. Starting in 1996, she permanently resided in Hong Kong, where she taught at the Hong Kong University of Science and Technology.

Predominantly working in Csound on the NeXT computer, Lydia Ayers composed computer music with unlimited just intonation, re-creating numerous Indonesian, Native American, Australian, and Chinese instruments digitally. She also wrote acoustic music, including over 30 solo and ensemble works for flutes. Ayers performed on a wide range of flutes from various cultural traditions, utilizing extended vocal and woodwind techniques: quarter tones, multiphonics, buzz tones, and other unusual flute timbres.
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Oct 9, 2024 - Ombres Chinoises
MP3 Audio - 2.9 MB - MD5: 0c3f740566a518d378ee8f3ee88cd792
Oct 9, 2024 - Ombres Chinoises
MP3 Audio - 3.4 MB - MD5: ccac936d474eb43b49cb9112d8307ae6
Oct 9, 2024 - Ombres Chinoises
MP3 Audio - 1.2 MB - MD5: be3ca01b264dd84814b989b37548fdc3
Oct 9, 2024 - Ombres Chinoises
Adobe PDF - 67.8 KB - MD5: 2d2ace15fe1ab1f6220524fe782ec3ed
Oct 9, 2024 - Ombres Chinoises
Adobe PDF - 68.4 KB - MD5: a55ed38677fbf14b1f3c9b70ea648c6e
Oct 9, 2024 - Ombres Chinoises
Adobe PDF - 1.3 MB - MD5: bc371908e4fb39b38566e4f80ac778b1
Oct 9, 2024 - Ombres Chinoises
Adobe PDF - 68.1 KB - MD5: 6d156e67d591bec22e2594e49c976982
Oct 9, 2024
Ayers, Lydia, 2024, "Nostalgia Strata", https://doi.org/10.14711/dataset/AKXISN, DataSpace@HKUST, V1
Microtonal; algorithmically composed adding multi-effect processing to veil the quotations from Bach, Berlioz, Debussy, Dukas, Dvorak, Mahler, Strauss and Stravinsky which illustrate the woodwind and brass designs in Cooking with Csound.
Oct 9, 2024 - Nostalgia Strata
MPEG-4 Audio - 7.3 MB - MD5: a74b7784732d44570524c66fd58e779f
Oct 9, 2024
Ayers, Lydia, 2024, "Nineteen", https://doi.org/10.14711/dataset/Y28OCC, DataSpace@HKUST, V1
Nineteen is an algorithmically-composed piece using a 19-tone-per-octave scale in just intonation, starting with 37/37 as 1/1. The scale continues to 37/36, 37/35, etc and up to 37/1, forming a utonality series (an inversion of an overtone series). The algorithm randomly chooses...
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