Xenharmonic Wiki:Things to do: Difference between revisions
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I think the formulation "1:3:5:7:9:11 is consistent in 31edo" is more obviously meaningful than "31edo is consistent in the 11-odd limit". A set of odd numbers such as an odd limit corresponds to a harmonic series chord independent of voicing. | I think the formulation "1:3:5:7:9:11 is consistent in 31edo" is more obviously meaningful than "31edo is consistent in the 11-odd limit". A set of odd numbers such as an odd limit corresponds to a harmonic series chord independent of voicing. | ||
== | == Reduce over-2 and prime-limit bias == | ||
We need a criterion that's as objective as possible for when an EDO should be said to be good for JI subgroups. Some possibilities: | We need a criterion that's as objective as possible for when an EDO should be said to be good for JI subgroups. Some possibilities: | ||
# absolute error | # absolute error | ||