Talk:The Riemann zeta function and tuning: Difference between revisions
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:::: Zeta integral and zeta peak integer are different metrics; zeta peak integer refers to the value of zeta at the pure-octave EDO while zeta integral refers to the integral under the curve between two zeros, which is only definable at s = 1/2 (assuming RH) because that's where the zeros are. Are you referring to ''peak integer'' edos instead? In that case the list is still on the working page. | :::: Zeta integral and zeta peak integer are different metrics; zeta peak integer refers to the value of zeta at the pure-octave EDO while zeta integral refers to the integral under the curve between two zeros, which is only definable at s = 1/2 (assuming RH) because that's where the zeros are. Are you referring to ''peak integer'' edos instead? In that case the list is still on the working page. | ||
:::: | :::: [[User:Lériendil|Lériendil]] ([[User talk:Lériendil|talk]]) 22:52, 14 April 2025 (UTC) | ||
=== General concern about edit strategy === | === General concern about edit strategy === | ||