The Riemann zeta function and tuning: Difference between revisions
→Zeta edo lists: fixed one sentence + removed idiosyncracy (I don't want to appropriate big G's name here.) |
m →k-ary peak edos: standardize hyphenation (there is indeed a hyphen) |
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Note that ''tempered-octave'' zeta valley edos would simply be any zero of Z(x). | Note that ''tempered-octave'' zeta valley edos would simply be any zero of Z(x). | ||
=== ''k''-ary peak edos === | === ''k''-ary-peak edos === | ||
{{Idiosyncratic terms|the term "k-ary peak edos" itself, as well as the names for the different types of k-ary peak edos. Proposed by [[User:Akselai]] and [[Budjarn Lambeth]].}} | {{Idiosyncratic terms|the term "k-ary-peak edos" itself, as well as the names for the different types of k-ary-peak edos. Proposed by [[User:Akselai]] and [[Budjarn Lambeth]].}} | ||
If we want to find the second-best edos ranked by zeta peaks, then given a full list of zeta peaks, we can remove the successively higher peaks to get another sequence of succesively higher peaks, which correspond to edos called '''Parker edos'''. | If we want to find the second-best edos ranked by zeta peaks, then given a full list of zeta peaks, we can remove the successively higher peaks to get another sequence of succesively higher peaks, which correspond to edos called '''Parker edos'''. | ||
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We can do this as many times as we want, resulting in '''''k''-ary peak edos'''. The ordinary peak edos are 1-ary (primary) peak edos, Parker edos are 2-ary (secondary) peak edos, and so on. | We can do this as many times as we want, resulting in '''''k''-ary-peak edos'''. The ordinary peak edos are 1-ary (primary)-peak edos, Parker edos are 2-ary (secondary)-peak edos, and so on. | ||
=== Non-record edos === | === Non-record edos === | ||