Cubic and octahedral limits: Difference between revisions
Created page with "The cubic and octahedral limits are alternative ways to limit the complexity of intervals intervals compared to the odd limit. == Cubic limit == The '''cubic limit''' or '''exponential limit''' places a limit on the exponents allowed in the prime factorization of a number. The '''reduced cubic limit''' is similar, but ignores the prime 2, allowing for unlimited octave-reduction, and similar metrics can be defined for other prime equaves. For example, 64/63, since i..." |
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[[Category:Regular temperament theory]] | |||
[[Category:Odd limit]] | |||
[[Category:Limit]] | |||
[[Category:Terms]] | |||