Comparison of mode notation systems: Difference between revisions
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* [[Mike Battaglia]]'s system: [[Modal UDP notation]]; | * [[Mike Battaglia]]'s system: [[Modal UDP notation]]; | ||
* [[Kite Giedraitis]]' system: [[Genchain mode numbering]]; | * [[Kite Giedraitis]]' system: [[Genchain mode numbering]] or GMN; | ||
* [[Jake Freivald]]'s system: [[Jake Freivald's mode numbering system]]. | * [[Jake Freivald]]'s system: [[Jake Freivald's mode numbering system]]. | ||
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!Battaglia's method | !Battaglia's method | ||
(or UDP notation) | (or UDP notation) | ||
! | !GMN | ||
!Freivald's method | !Freivald's method | ||
|- | |- | ||
Revision as of 02:11, 27 July 2022
Several people have attempted to generalize the modes of the diatonic scale by designing a system to notate or number the modes of any given scale, or at least any scale with certain properties such as MOS:
- Mike Battaglia's system: Modal UDP notation;
- Kite Giedraitis' system: Genchain mode numbering or GMN;
- Jake Freivald's system: Jake Freivald's mode numbering system.
Comparison tables
This section compares the different notations enumerated above. As an example, the seven diatonic modes (Ionian, Dorian, Phrygian, etc) will be used.
| Mode name | Step pattern | Battaglia's method
(or UDP notation) |
GMN | Freivald's method |
|---|---|---|---|---|
| Lydian | LLLsLLs | 6|0 | 1st meantone[7] | Mode 4 |
| Ionian | LLsLLLs | 5|1 | 2nd meantone[7] | Mode 1 |
| Mixolydian | LLsLLsL | 4|2 | 3rd meantone[7] | Mode 5 |
| Dorian | LsLLLsL | 3|3 | 4th meantone[7] | Mode 2 |
| Aeolian | LsLLsLL | 2|4 | 5th meantone[7] | Mode 6 |
| Phrygian | sLLLsLL | 1|5 | 6th meantone[7] | Mode 3 |
| Locrian | sLLsLLL | 0|6 | 7th meantone[7] | Mode 7 |
It should be noted that the MOS pattern 5L 2s is supported by multiple temperaments, and as such, the name "meantone" is not meant to exclusively describe 5L 2s.