POTE tuning: Difference between revisions
Since it's been revealed that this is not exactly the same as KE |
Expand intro to cover otherwise normed tunings, and introduce a less confusing alternative term since there's a competitor |
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'''POTE tuning''' ('''pure-octaves Tenney-Euclidean tuning''') is a good choice for a standard tuning enforcing a just 2/1 octave | '''Destretched tunings''' are tuning optimization techniques with the [[tuning map]] scaled until a certain interval is just, that is, its stretch introduced in the optimization is removed. '''DTE tuning''' ('''destretched Tenney-Euclidean tuning''') is the most typical instance and will be the focus of this article. Otherwise normed tunings can be defined and computed analogously. | ||
The most significant form of DTE tuning is pure-octave destretched, which is assumed unless specified otherwise. This has been called the '''POTE tuning''' ('''pure-octaves Tenney-Euclidean tuning'''). It is a good choice for a standard tuning enforcing a just 2/1 octave, and can be computed from [[TE tuning]] with all primes scaled until 2/1 is just. | |||
== Approximate Kees optimality == | == Approximate Kees optimality == | ||