Highly composite equal division: Difference between revisions
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→Highly composite edf: in fact, both are random. Edfs tend to correspond to an edo simply becuz there are fewer edfs. |
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== Highly composite edf == | == Highly composite edf == | ||
Highly composite edfs have a possible usage in Georgian-inspired music. Since [[Kartvelian scales]] are created by dividing the perfect fifth into an arbitrary number of steps, and complementing that with dividing 4/3 into an arbitrary number of steps, edos which correspond to highly composite edfs have a high density of such scales per their size. | Highly composite edfs have a possible usage in Georgian-inspired music. Since [[Kartvelian scales]] are created by dividing the perfect fifth into an arbitrary number of steps, and complementing that with dividing 4/3 into an arbitrary number of steps, edos which correspond to highly composite edfs have a high density of such scales per their size. | ||
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The following is a table of first 19 highly composite/superabundant edfs and their corresponding edos. | The following is a table of first 19 highly composite/superabundant edfs and their corresponding edos. | ||
{| class="wikitable" | {| class="wikitable right-1 right-2 center-3" | ||
|+Table of first highly melodic edf–edo correspondences | |+Table of first highly melodic edf–edo correspondences | ||
! Edf | ! Edf | ||