Isomorphing
Isomorphing
Flute, Clarinet, Violin, Cello, Percussion, and Piano
Composer's Note:
In mathematics, two are sets are said to be isomorphic when there is a one-to-one correspondance that preserves structure. In sociology, two organizations are considered isomorphic when there exists a similarity of processes or structure (often through imitation). In Isomorphing, a similar process (the "Take-Away System") is used on different sets of various orders. Each result is unique, yet similar, essentially forming a set of musical variations. After a short introduction, the process is applied to sets of orders 7, 8, 9, 10, and 12.
Authored (or revised): 2014
Duration (minutes): 5
First performance: 2014-07-03 00:00:00 -0400
Book format: Score + 6 parts
SKU
ACA-HARB-021Couldn't load pickup availability
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