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A Hypercube-Graph Model for n-Tone Rows and Relations
16 references·1 citing·28 second hop
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References

  • 1988Generalized Musical Intervals and Transformations487 cited
  • 1975Style and Idea: Selected Writings of Arnold Schoenberg237 cited
  • 1987Composition With Pitch-Classes167 cited
  • 1960TWELVE-TONE INVARIANTS AS COMPOSITIONAL DETERMINANTS115 cited
  • 1990Composition with Pitch Classes: A Theory of Compositional Design91 cited
  • 1961Set Structure as a Compositional Determinant87 cited
  • 1962Serial Composition and Atonality80 cited
  • 1988Some Implications of the Pitch Class/Order Number Isomorphism Inherent in the Twelve-Tone System: Part One51 cited
  • 1991Serial Composition and Atonality47 cited
  • 1963The path to the new music44 cited
  • 1978Sets, Invariance and Partitions32 cited
  • 2005Generalized Contextual Groups19 cited
  • 1989Some Implications of the Pitch-Class/Order-Number Isomorphism Inherent in the Twelve-Tone System Part Two: The Mallalieu Complex: Its Extensions and Related Rows16 cited
  • 2009Mathematics and the Twelve-Tone System: Past, Present, and Future11 cited
  • 1996Linear Ordering of the Chromatic Aggregate in Classical Symphonic Music10 cited
  • 1985

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Some Exchange Operations in Twelve-Tone Theory: Part Two
9 cited

Cited by

  • 2015All-Interval Structures3 cited