Oddharmonic series: Difference between revisions

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For the throddharmonic series, we may select subsets spanning a tetrave (the interval 4/1). And for the fouroddharmonic series (all harmonics not divisible by 4) we could select subsets spanning a pentave (5/1). We can always select repeating n-ave segments of the (n-1)-oddharmonic series, because (n² - n)/(n - 1) is always integer.
For the throddharmonic series, we may select subsets spanning a tetrave (the interval 4/1). And for the fouroddharmonic series (all harmonics not divisible by 4) we could select subsets spanning a pentave (5/1). We can always select repeating n-ave segments of the (n-1)-oddharmonic series, because (n² - n)/(n - 1) is always integer.
[[Category:Harmonic series]]
[[Category:Xenharmonic series]]
[[Category:Tritave]]