Pentatonic Functional Just System: Difference between revisions
m →The 11- and 13-limits: oops |
mention acronyms, add idiosyncratic terms template |
||
| Line 1: | Line 1: | ||
{{Editable user page|Please complete the last table, including links to the intervals. Also feel free to add more content, but please do not delete existing content without my permission.}} | {{Editable user page|Please complete the last table, including links to the intervals. Also feel free to add more content, but please do not delete existing content without my permission.}} | ||
Traditionally, we use a [[5L 2s|diatonic]] system of interval classification. This works well in the [[5-limit]] and in [[meantone]]. However, in other systems like [[superpyth]], a pentatonic system of classification based on the [[2L 3s]] [[MOS scale]] may be preferred, with priority on the [[2.3.7 subgroup|2.3.7-]][[subgroup]]. In this page, we will develop a pentatonic version of the [[FJS]], starting from the [[3-limit]] and using [[formal comma]]s to reach higher limits. | {{Idiosyncratic terms|The abbreviation "PFJS", using the terms "sub/super" for augmented and diminished, and all of the PFJS interval names are only found on this page.}} | ||
Traditionally, we use a [[5L 2s|diatonic]] system of interval classification. This works well in the [[5-limit]] and in [[meantone]]. However, in other systems like [[superpyth]], a pentatonic system of classification based on the [[2L 3s]] [[MOS scale]] may be preferred, with priority on the [[2.3.7 subgroup|2.3.7-]][[subgroup]]. In this page, we will develop a pentatonic version of the [[FJS]] (abbreviated '''PFJS'''), starting from the [[3-limit]] and using [[formal comma]]s to reach higher limits. | |||
== The 3-limit == | == The 3-limit == | ||