Golden sequences and tuning: Difference between revisions
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!Notes | !Notes | ||
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|0L 1s<ref group=" | |0L 1s<ref group="note">Is musically identical to 1L 0s aka [[1edo]], but is mathematically distinct precisely in regards to this topic.</ref> | ||
|1, 0, 1, 1, 2, 3, 5, 8, 13.. | |1, 0, 1, 1, 2, 3, 5, 8, 13.. | ||
|[[1L 0s]], [[1L 1s]], [[2L 1s]], [[3L 2s]], [[5L 3s]], [[8L 5s]], [[13L 8s]]... | |[[1L 0s]], [[1L 1s]], [[2L 1s]], [[3L 2s]], [[5L 3s]], [[8L 5s]], [[13L 8s]]... | ||
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<references group=" | <references group="note" /> | ||
This means that there is an inherent relationship between MOSes and generalized Fibonacci sequences, and moreover that any given generalized Fibonacci sequence can be uniquely identified by a pair of descending positive numbers. | This means that there is an inherent relationship between MOSes and generalized Fibonacci sequences, and moreover that any given generalized Fibonacci sequence can be uniquely identified by a pair of descending positive numbers. | ||