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| === other examples === | | === other examples === |
| | | <span><math>\log_{b}b = 1</math></span>As another example, the 3-edharmonic series would be moving first by a tritave (1ed3), then by 2ed3, 3ed3, 4ed3, etc. |
| As another example, the 3-edharmonic series would be moving first by a tritave (1ed3), then by 2ed3, 3ed3, 4ed3, etc. | |
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| == equivalent log-base-b-of-a-powharmonic series ==
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| The harmonic series features counts of pitches of increasing powers of 2 in each next octave, but it also contains counts of pitches of increasing powers of 3 in each next tritave, and counts of pitches in increasing powers of 5 in each next 5/1 interval, and so forth. This is because the harmonic series is equivalent to the log-base-2-of-2-powharmonic series, the log-base-3-of-3-powharmonic series, the log-base-5-of-5-powharmonic series, and so forth (the log-base-b-of-b-powharmonic series). This because any <span><math>\log_{b}b = 1</math></span>.
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| Any powharmonic series has infinite equivalent ways of being expressed
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| == see also == | | == see also == |
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| logharmonic series | | logharmonic series |