Module:ED intro: Difference between revisions

Line 8:

-- Notes:

-- - Edo and edt are technically ~~edh's~~, and edf an ~~edr~~; these are their own

-- - Edo and edt are technically equal divisions of a harmonic, and edf an equal

-- types because their intros have specific wording.

-- division of a ratio; these are their own types because their intros have

-- - ~~Edh~~ is a special case of ~~edr~~, where the ratio is h/1.

-- specific wording.

-- - ~~Under harmonotonic tuning, edc~~ and ~~edr~~ are also called ~~ASp~~ and ~~APSp~~

-- - An equal division of a harmonic is a special case of an equal division of a

-- (~~ambitonal sequence and~~ arithmetic pitch sequence, respectively). ~~These~~

-- ratio, where the ratio is h/1.

-- ~~were formerly called~~ equal-step tunings ~~but were reclassified as~~ 1ed.

-- - An equal division of a ratio and an equal division of a non-integer

-- constant or cent value are also called AS (ambitonal sequence) and APS

-- (arithmetic pitch sequence), respectively.

-- - All of these are equal-step tunings. We've adopted the 1ed-p notation where

-- possible.

-- - Equal divisions of irrational constants (such as pi and e) are not very

-- common, but count as equal divisions of arbitrary cent values.

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local ED_TYPE_EDT = "EDT"

local ED_TYPE_EDF = "EDF"

local ED_TYPE_EDH = "EDH"

local ED_TYPE_EDH = "EDH" -- "equal division of a harmonic"

local ED_TYPE_EDR = "EDR"

local ED_TYPE_EDR = "EDR" -- "equal division of a ratio"

local ED_TYPE_EDC = "EDC"

local ED_TYPE_EDC = "EDC" -- "equal division of a cent value"

local ED_TYPE_DEFAULT = "UNKNOWN_TYPE"

@@ Line 8: / Line 8: @@
 -- Notes:
--- - Edo and edt are technically edh's, and edf an edr; these are their own
+-- - Edo and edt are technically equal divisions of a harmonic, and edf an equal
---   types because their intros have specific wording.
+--   division of a ratio; these are their own types because their intros have
--- - Edh is a special case of edr, where the ratio is h/1.
+--   specific wording.
--- - Under harmonotonic tuning, edc and edr are also called ASp and APSp
+-- - An equal division of a harmonic is a special case of an equal division of a
---   (ambitonal sequence and arithmetic pitch sequence, respectively). These
+--   ratio, where the ratio is h/1.
---   were formerly called equal-step tunings but were reclassified as 1ed.
+-- - An equal division of a ratio and an equal division of a non-integer
+--   constant or cent value are also called AS (ambitonal sequence) and APS
+--   (arithmetic pitch sequence), respectively.
+-- - All of these are equal-step tunings. We've adopted the 1ed-p notation where
+--   possible.
 -- - Equal divisions of irrational constants (such as pi and e) are not very
 --   common, but count as equal divisions of arbitrary cent values.
@@ Line 20: / Line 24: @@
 local ED_TYPE_EDT = "EDT"
 local ED_TYPE_EDF = "EDF"
-local ED_TYPE_EDH = "EDH"
+local ED_TYPE_EDH = "EDH" -- "equal division of a harmonic"
-local ED_TYPE_EDR = "EDR"
+local ED_TYPE_EDR = "EDR" -- "equal division of a ratio"
-local ED_TYPE_EDC = "EDC"
+local ED_TYPE_EDC = "EDC" -- "equal division of a cent value"
 local ED_TYPE_DEFAULT = "UNKNOWN_TYPE"