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Creating new EDO pages

Hi FloraC, I wanted to let you know that I was just filling in some gaps in EDO pages temporarily, I plan to expand the pages at some point in the future. MisterShafXen (talk) 15:10, 8 January 2025 (UTC)

I'm not sure of the benefits of filling in the gaps. There are infinitely many gaps. My advice is to only create a page when you have stuff to expand. FloraC (talk) 15:46, 8 January 2025 (UTC)

En dashes vs. em dashes

Hi, can you point out on which article I replaced en dashes with em dashes where they were interchangeable? Was it on 3L 4s? Because if that's the page you were referring to, on that page I replaced some hyphen-minuses with minus signs, not en dashes with em dashes. Note that minus signs and em/en dashes can be hard to distinguish from each other in the source editor. [math]\displaystyle{ \overrightarrow{\,\,\scriptsize\text{ArrowHead294}\,\,\,} }[/math] (speak to me) 15:59, 25 February 2025 (UTC)

I replied in your user talk page. FloraC (talk) 11:49, 26 February 2025 (UTC)

What exactly are the reasons for keeping "Pythagorean" but not allowing names for higher-limit trivial temps?

I personally find defining trivial temps useful as the families defined by them determine what temperaments "flatten" larger subgroups down to the trivial temperament's subgroup.

First of all, the name of the trivial temps in all limits is JI.
Pythagorean tuning is kept becuz it has history and becuz Pythagoras was known to haved worked with the 3-limit. Also, Pythagorean tuning isn't called pythagorean temperament. The latter should generally be avoided cuz it can be confused with compton, the temp that tempers out the Pythagorean comma. Another example is Alpharabian tuning, which was lately added cuz al-Farabi was known to have worked with undecimal intervals.
Now, given Alpharabian tuning has been added, it would seem okay to add something like Classical tuning. After all, Classical music tempers 5-limit intervals, which give rise to the name classical intervals, so it's related. However, "Classical tuning" has a big problem: it can be used to contrast meantone, the temperament that tempers classical intervals and that is actually used by Classical music. Iow which of JI and meantone is more Classical? It's meantone. Therefore, Classical tuning isn't a proper alias for JI.
FloraC (talk) 18:04, 21 April 2025 (UTC)

On declaring Zeta peaks

Hello Flora, regarding some of the changes I submitted on some EDO pages like the 217EDO or 311EDO page, and more generally, why not declare these big zeta EDOs to be such in the ET infobox, or in the case of 311EDO, why not expand the visible limit to 41? I feel like that'd be important information about these EDOs that would otherwise be left out to the average reader. --EufalesioEufalesio (talk) 10:56, 11 September 2025 (UTC)

The community decided that zeta should not be displayed in the infobox some time ago, with some saying they don't care it being displayed in large edos. However, until a line is drawn somewhere, in which case it can be automated, I'm just gonna keep this feature out for consistency's sake.
For the harmonics table, the default number of columns is usually good and extra columns should be added in a separate, collapsed table. Overwidth tables break the page layout on some devices.
FloraC (talk) 11:18, 11 September 2025 (UTC)

On temperament degeneracy

Hello Flora, regarding the changes in concept I submitted to Bixby and Archon, why aren't they not degenerate?

For Bixby, if you temper out 4/3, it results in ~3/2 being mapped to an octave. If you temper 3/2 instead, 4/3 is 1 octave. If you temper 3/1 instead, then all 3's become unisons. In all of these cases, you are effectively destroying prime 3 and forcing it to be equal to some number of octaves, however as many as you like, so it matters little what you temper. Same with Archon destroying prime 5.

It would be the same thing as tempering out 17/16, tempering an octave-reduced harmonic to the nearest octave would be effectively removing it from the system assuming pure octaves. It should follow that the simplest subgroup of this temperament, 2.17, it is equivalent to the 2-limit, and can only be represented by 1edo; you get no real sonic benefit from just using octaves.

Running tuning optimizations on those is possible, but the data you get is wild because the optimizer is trying to make up for the fact that a prime would be mapped to pure octaves.

Antitonic wouldn't be a degenerate temperament because while 9/8 is a wild thing to be called a comma, it can be represented at least in 2edo and 4edo, and you get the tiniest semblance of 3/2... truly a troll temperament.

I would call degenerate any temperament that can only represented by patent val by 1edN, or worse by 0edo (which of course is trivial). --Eufalesio (talk) 12:30, 31 December 2025 (UTC)