The Riemann zeta function and tuning: Difference between revisions
m →Local zeta edos: Corrected order |
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=== Record edos === | === Record edos === | ||
The prime-approximating strength of an edo can be determined by the magnitude of Z(x). Since a higher |Z(x)| correlates to a stronger tuning, we would like to find a sequence with succesively larger |Z(x)|- | The prime-approximating strength of an edo can be determined by the magnitude of Z(x). Since a higher |Z(x)| correlates to a stronger tuning, we would like to find a sequence with succesively larger |Z(x)|-associated values satisfying some property. | ||
==== Peak edos ==== | ==== Peak edos ==== | ||