User talk:FloraC: Difference between revisions

Line 257:

: You can get the fractional monzos by adding or subtracting fractional multiples of the ''n'' = infinity monzo from the ''n'' = 0 3-limit base monzo, and then eliminate fractions by lcm-ing it. Btw I have some important comments and plz make sure you read the talk page of that particular page you mentioned. [[User:FloraC|FloraC]] ([[User talk:FloraC|talk]]) 09:47, 30 April 2023 (UTC)

== Constrained tuning vs. POTE tuning ==

I wondered that optimal tunings of some temperaments are indicated by [[Constrained tuning|constrained TE]] (CTE) instead of [[POTE tuning|octave-destretched TE]] (POTE). Why did you update to replace generators POTE to CTE?

Temperament generators indicated by CTE tuning:

* [[Meantone family]]

* [[Porcupine family]]

* [[Augmented family]]

* [[Hemifamity temperaments]]

and so on ... --[[User:Xenllium|Xenllium]] ([[User talk:Xenllium|talk]]) 08:36, 3 May 2023 (UTC)

@@ Line 257: / Line 257: @@
 : You can get the fractional monzos by adding or subtracting fractional multiples of the ''n'' = infinity monzo from the ''n'' = 0 3-limit base monzo, and then eliminate fractions by lcm-ing it. Btw I have some important comments and plz make sure you read the talk page of that particular page you mentioned. [[User:FloraC|FloraC]] ([[User talk:FloraC|talk]]) 09:47, 30 April 2023 (UTC)
+== Constrained tuning vs. POTE tuning ==
+I wondered that optimal tunings of some temperaments are indicated by [[Constrained tuning|constrained TE]] (CTE) instead of [[POTE tuning|octave-destretched TE]] (POTE). Why did you update to replace generators POTE to CTE?
+Temperament generators indicated by CTE tuning:
+* [[Meantone family]]
+* [[Porcupine family]]
+* [[Augmented family]]
+* [[Hemifamity temperaments]]
+and so on ... --[[User:Xenllium|Xenllium]] ([[User talk:Xenllium|talk]]) 08:36, 3 May 2023 (UTC)