Comma-prefix names: Difference between revisions

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(WIP)
'''Comma-prefix names'''' are a systematic naming system for [[just interval]]s developed by [[User:CompactStar|CompactStar]]. Many names in this system match existing terms such as [[7/4]] being a "subminor seventh" and [[11/8]] being an "ultrafourth". Unmodified interval names correspond to [[Pythagorean tuning|Pythagorean]] intervals while prefixes can be added to indicate raising/lowering by a comma. The prefixes for lower primes are added first, for example [[36/35]] is an "oversuperunison" rather than a "superoverunison".
'''Comma-prefix names'''' are a systematic naming system for [[just interval]]s developed by [[User:CompactStar|CompactStar]]. Many names in this system match existing terms such as [[7/4]] being a "subminor seventh" and [[11/8]] being an "ultrafourth". Unmodified interval names correspond to [[Pythagorean tuning|Pythagorean]] intervals while prefixes can be added to indicate raising/lowering by a comma. The prefixes for lower primes are added first, for example [[36/35]] is an "oversuperunison" rather than a "superoverunison".


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== 15-odd-limit interval names ==
{|class="wikitable"
|-
!Interval
!Name
|-
|[[1/1]]
|perfect unison
|-
|[[16/15]]
|overminor second
|-
|[[15/14]]
|undersuperaugmented unison
|-
|[[14/13]]
|subhypomajor second
|-
|[[13/12]]
|hyperminor second
|-
|[[12/11]]
|inframajor second
|-
|[[11/10]]
|overultraminor second
|-
|[[10/9]]
|undermajor second
|-
|[[9/8]]
|major second
|-
|[[8/7]]
|supermajor second
|-
|[[15/13]]
|underhypoaugmented second
|-
|[[7/6]]
|subminor second
|-
|[[13/11]]
|infrahyperminor third
|-
|[[6/5]]
|overminor third
|-
|[[11/9]]
|ultraminor third
|-
|[[16/13]]
|hypomajor third
|-
|[[5/4]]
|major third
|-
|[[14/11]]
|subinfrafourth
|-
|[[9/7]]
|supermajor third
|-
|[[13/10]]
|overhyperdiminished fourth
|-
|[[4/3]]
|perfect fourth
|-
|[[15/11]]
|underinfraaugmented fourth
|-
|[[11/8]]
|ultrafourth
|-
|[[18/13]]
|hypoaugmented fourth
|-
|[[7/5]]
|oversubdiminished fifth
|-
|[[10/7]]
|undersuperaugmented fourth
|-
|[[13/9]]
|hyperdiminished fifth
|-
|[[16/11]]
|infrafifth
|-
|[[22/15]]
|overultradiminished fifth
|-
|[[3/2]]
|perfect fifth
|-
|[[20/13]]
|underhypoaugmented fifth
|-
|[[14/9]]
|subminor sixth
|-
|[[11/7]]
|superultrafifth
|-
|[[8/5]]
|overminor sixth
|-
|[[13/8]]
|hyperminor sixth
|-
|[[18/11]]
|inframajor sixth
|-
|[[5/3]]
|undermajor sixth
|-
|[[22/13]]
|infrahypermajor sixth
|-
|[[12/7]]
|supermajor sixth
|-
|[[26/15]]
|underultradiminished seventh
|-
|[[7/4]]
|subminor seventh
|-
|[[16/9]]
|minor seventh
|-
|[[9/5]]
|overminor seventh
|-
|[[20/11]]
|undersubmajor seventh
|-
|[[11/6]]
|ultraminor seventh
|-
|[[24/13]]
|hypomajor seventh
|-
|[[13/7]]
|superultraminor seventh
|-
|[[28/15]]
|oversubdiminished octave
|-
|[[15/8]]
|undermajor seventh
|}


[[Category:Notation]]
[[Category:Notation]]