Album US 1985 on Spectrum Records label
Electronic (Modern Classical, Musique Concrète)
Microtonal Musicbox was realized at the GEM Computer Music Studio in Worcester, Mass., and final work achieved at the M.I.T. Electronic Music Studio in Cambridge, Mass. Partial Manifolds is the first of a series of compositions for wind ensemble the structures which are derived from mathematics – specifically, combinatorial group theory – and implemented with the aid of the University of Maryland computer. Goldbach’s Conjecture was composed in 1983-84 using a version of the computer program ST-10 created by Iannis Xenakis. Concertpiece for Violin and Computer (1982, rev. 1984)The computer tape was realized at the studio of the Tri-College Group for Electronic Music in Worcester, Mass. Mastered by Sound Technique, Inc. Ⓟ & © 1985 UNI-PRO Recordings, Inc.
![]() | Wes York bsn, GB album by, composed by |
![]() | Thomas DeLio , album by, composed by |
![]() | Shirish Korde , *1945 US album by, composed by |
![]() | Wesley Fuller , album by, composed by |
![]() | John E. Wakefield , conductor, director |
![]() | Symphonic Wind Ensemble Of The University Of Maryland , ensemble, wind |
![]() | Jean DeMart , flute |
![]() | Nancy Cirillo vn, vl, violin |
Wes York design, cover |
Gerald Lewis recorded by, engineer |
H.L. Norris recorded by, engineer |
No | Title | Artist | Composer | Duration |
---|---|---|---|---|
1 | Microtonal Musicbox | Wes York | Wes York | 6:34 |
2 | Partial Manifolds | Thomas DeLio | Thomas DeLio | 8:23 |
3 | Goldbach's Conjecture | Shirish Korde | Shirish Korde | 4:52 |
4 | Concertpiece: For Violin And Computer | Wesley Fuller | Wesley Fuller | 14:27 |