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# Propose names for 3/2 (fifth) and 3/1 (tritave) equivalent mosses, or provide suggestions for possible name ideas. Names for mosses with no more than 10 notes are prioritized.
# Propose names for 3/2 (fifth) and 3/1 (tritave) equivalent mosses, or provide suggestions for possible name ideas. Names for mosses with no more than 10 notes are prioritized.


== Naming mos descendants ==
== Systematic names for mos descendants ==
To name mosses that have more than 10 notes, rather than giving mosses unique names, names are based on how they're related to another (named) mos and, optionally, what step ratio is needed for the parent to produce that mos.
To name mosses that have more than 10 notes, rather than giving mosses unique names, names are based on how they're related to another (named) mos and, optionally, what step ratio is needed for the parent to produce that mos.
{| class="wikitable"
{| class="wikitable"
Line 103: Line 103:
| rowspan="2" |oh-
| rowspan="2" |oh-
|(2x+y)L (3x+y)s
|(2x+y)L (3x+y)s
|2:1 to 5:1
|2:1 to 5:2
(minihard)
(minihard)
|mh-
|mh-
Line 135: Line 135:
As diatonic (5L 2s) doesn't have a prefix, the terms ''chromatic'', ''enharmonic'', and ''subchromatic'' by themselves (and with no other context suggesting a non-diatonic mos) refer to 1st (child), 2nd (grandchild), and 3rd (great-grandchild) diatonic descendants. For consistency, mos descendant names apply to mosses whose child mosses exceed 10 notes. Since all mosses ultimately descend from some nL ns mos, every possible descendant up to 5 periods will be related to a named mos.
As diatonic (5L 2s) doesn't have a prefix, the terms ''chromatic'', ''enharmonic'', and ''subchromatic'' by themselves (and with no other context suggesting a non-diatonic mos) refer to 1st (child), 2nd (grandchild), and 3rd (great-grandchild) diatonic descendants. For consistency, mos descendant names apply to mosses whose child mosses exceed 10 notes. Since all mosses ultimately descend from some nL ns mos, every possible descendant up to 5 periods will be related to a named mos.
{| class="wikitable center-all"
{| class="wikitable center-all"
|+Mosses whose children have more than 10 notes (1st and 2nd descendants only)
|+Mosses whose descendants have more than 10 notes (1st and 2nd descendants only)
|-
|-
! colspan="2" |6-note mosses
! colspan="2" |6-note mosses
Line 408: Line 408:
|sinenharmonic
|sinenharmonic
|}
|}
== Names for mosses beyond 10 notes ==
== Specific names for mosses beyond 10 notes ==
This section outlines proposed names and naming suggestions for mosses beyond 10 notes.
This section outlines proposed names and naming suggestions for mosses beyond 10 notes. These should not be confused with the systematic names described above.


=== Extended ''k''-wood names ===
=== Extended ''k''-wood names ===
Line 1,037: Line 1,037:


Since the equivalence interval can be anything, names for multi-period mosses are named as a smaller mos repeated (double, triple, quadruple, etc) some number of times. The prefix and abbreviation of the base mos is preceded by the number of duplications. For example, 2L 2s is double trivial, its prefix is 2triv-, and its abbreviation is 2trv.
Since the equivalence interval can be anything, names for multi-period mosses are named as a smaller mos repeated (double, triple, quadruple, etc) some number of times. The prefix and abbreviation of the base mos is preceded by the number of duplications. For example, 2L 2s is double trivial, its prefix is 2triv-, and its abbreviation is 2trv.
=== Non-octave twins of diatonic ===
{| class="wikitable"
|+
! colspan="5" |2-note mos
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|1L 1s <6/5, 7/6>
|
|
|
|
|-
! colspan="5" |3-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|1L 2s <5/4, 9/7>
|
|
|
|
|-
|2L 1s <4/3>
|
|
|
|
|-
! colspan="5" |4-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|2L 2s <7/5, 10/7>
|
|
|
|
|-
|3L 1s <3/2>
|antineptunian
|anept-
|anep
|Mason Green proposes angelic specifically for the instance of this mos within 12L 4s <5/1>
|-
! colspan="5" |5-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|3L 2s <8/5, 14/9>
|aeolianic
|aeol-
|aeol
|Commonly invoked as Aeolian (natural minor) hexacbord
|-
|4L 1s <5/3, 12/7>
|dorianic
|dor-
|dor
|Major sixth is the characteristic interval of Dorian mode
|-
! colspan="5" |6-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|3L 3s <5/3, 12/7>
|
|
|
|
|-
|4L 2s <9/5, 7/4>
|
|
|
|
|-
|5L 1s <15/8, 27/14>
|ionianic
|ion-
|ion
|Commonly invoked as Ionian (major) heptacbord
|-
! colspan="5" |8-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|5L 3s <15/7, 21/10>
|Neapolitan-oneirotonic
| colspan="2" |use compound
|Neapolitan 6/9 scales appear just above oneirotonic proper
|-
|6L 2s <20/9, 16/7><ref name=":0">Major tempered variants</ref>
|napolitonic
|nap-
|nap-
|Translates minor triad to Neapolitan sixth
|-
! colspan="5" |9-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|6L 3s <12/5, 7/3><ref name=":0" />
|mahuric
|mahu-
|mahu
|Regularisation of Persian/Arabic Mahur scale
|-
|7L 2s <5/2, 18/7>
|
|
|
|In reference to Terra Rubra temperament, already-existing name armotonic could be modified to armodecadic to make affix ardec-, ard(e) via translation (Terra = Du aarde, Ar ‘ard)
|-
! colspan="5" |10-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|7L 3s <8/3>
|choralic
|chor-
|chor
|More transparent of two given names, references how it puts triads in four parts
|-
|8L 2s <14/5, 20/7>
|
|
|
|
|-
! colspan="5" |11-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|7L 4s <14/5, 20/7>
|
|
|
|
|-
|8L 3s <3/1>
|Obikhodic
|obi-
|obi
|In reference to Russian Orthodox Obikhod chants
|-
! colspan="5" |12-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|8L 4s <16/5, 28/9><ref name=":0" />
|
|
|
|
|-
|9L 3s <10/3, 24/7><ref name=":0" />
|
|
|
|
|-
! colspan="5" |13-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|8L 5s <10/3, 24/7>
|
|
|
|
|-
|9L 4s <18/5, 7/2>
|shōsūsoid
|shō-
|shō
|References Japanese mahjong rules
|-
|10L 3s <15/4, 27/7>
|
|
|
|
|-
! colspan="5" |15-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|10L 5s <21/5, 30/7><ref name=":0" />
|
|
|
|
|-
|11L 4s <9/2>
|
|
|
|
|-
! colspan="5" |16-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|11L 5s <24/5, 14/3>
|
|
|
|
|-
|12L 4s <5/1, 36/7><ref name=":0" />
|
|
|
|
|-
! colspan="5" |17-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|12L 5s <16/3>
|
|
|
|
|-
|13L 4s <28/5, 40/7>
|
|
|
|
|-
! colspan="5" |18-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|12L 6s <28/5, 40/7>
|
|
|
|
|-
|13L 5s <6/1>
|
|
|
|In reference to daseian notation, 13L 5s <6/1> could be named daseianic
|-
! colspan="5" |19-note mosses
|-
!Mos
!Name (if given)
!Prefix
!Abbrev.
!Reasoning or ideas
|-
|13L 6s <32/5, 56/9>
|
|
|
|
|-
|14L 5s <20/3, 48/7>
|
|
|
|In reference to the Guidonian hand, 14L 5s <20/3, 48/7> could be named guidotonic
|}


=== Names for 3/2-equivalent mosses ===
=== Names for 3/2-equivalent mosses ===
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