Secor: Difference between revisions
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Interestingly, the case of the secor, both methods would happen to give the same result. This is because at the point where the difference in errors of the harmonic is least here, all errors are non-positive. So the odd harmonic with the most positive error is actually 1, with an error of 0¢, because it is purely tuned of course, and therefore its harmonic line is identical with the horizontal 0¢ axis. And the odd harmonic with the most negative error is a tie between 5 and 9, both of which have an error of -3.323¢.]] | Interestingly, the case of the secor, both methods would happen to give the same result. This is because at the point where the difference in errors of the harmonic is least here, all errors are non-positive. So the odd harmonic with the most positive error is actually 1, with an error of 0¢, because it is purely tuned of course, and therefore its harmonic line is identical with the horizontal 0¢ axis. And the odd harmonic with the most negative error is a tie between 5 and 9, both of which have an error of -3.323¢.]] | ||
[[Category:Tuning]] | |||
[[Category:Interval size measure]] | [[Category:Interval size measure]] | ||
[[Category:Secor | [[Category:Secor]] | ||
[[Category:Temperament]] | |||
[[Category: | [[Category:Regular temperament theory]] | ||
[[Category:Theory]] | |||
[[Category:Terms]] | |||
[[Category:Math]] | |||