Highly composite equal division: Difference between revisions
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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. | ||
[[Schismagonal]] temperament is useable in many highly composite EDFs. | |||
=== Highly composite EDF-EDO correspondence === | === Highly composite EDF-EDO correspondence === | ||