In this paper, we examine a number of minimal change musical morphologies. Each morphology has an analogous representation in mathematics. Our mathematical objects of study are Gray codes, de Bruijn sequences, aperiodic necklaces, disjoint subset pairs, and multiset permutations with musically motivated constraints that result in several open problems.
CITATION STYLE
Winter, M. (2017). On Minimal Change Musical Morphologies. In Computational Music Science (pp. 309–327). Springer Nature. https://doi.org/10.1007/978-3-319-47337-6_31
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