The Riemann zeta function and tuning: Difference between revisions
Contribution (talk | contribs) |
|||
| Line 431: | Line 431: | ||
=== Zeta peak index === | === Zeta peak index === | ||
These octave-stretched edos are not the only tunings which can be produced from zeta peaks. They are only one type of tuning within a larger family of equal-step tunings called zeta peak indexes. They have their own article here, with a table of the first | These octave-stretched edos are not the only tunings which can be produced from zeta peaks. They are only one type of tuning within a larger family of equal-step tunings called zeta peak indexes. They have their own article here, with a table of the first 720 or so: [[ZPI|zeta peak index (ZPI)]]. | ||
== Removing primes == | == Removing primes == | ||