Zeta peak index: Difference between revisions
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Zeta peaks are those equal-step tunings which the zeta function suggests should "well" approximate JI for this particular (not objective) definition of "well approximating". See the page [[The Riemann zeta function and tuning]] for a fuller explanation of how zeta peaks are arrived at. | Zeta peaks are those equal-step tunings which the zeta function suggests should "well" approximate JI for this particular (not objective) definition of "well approximating". See the page [[The Riemann zeta function and tuning]] for a fuller explanation of how zeta peaks are arrived at. | ||
== Sigma == | |||
=== Sigma = 1/2 === | |||
Peaks provided here are for sigma = 1/2. | |||
Other sigma choices are possible. | |||
=== Sigma = 1 === | |||
* [[User:Contribution/Gallery of Zeta Peak Indexes at sigma = 1|Zeta Peak Indexes at sigma = 1]] | |||
== Gallery of ZPIs == | == Gallery of ZPIs == | ||