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- Q5532674 subject Q8376063.
- Q5532674 subject Q8551999.
- Q5532674 abstract "In diatonic set theory a generic interval is the number of scale steps between notes of a collection or scale. The largest generic interval is one less than the number of scale members. (Johnson 2003, p.26)In the diatonic collection the generic interval is one less than the corresponding diatonic interval: Adjacent intervals, seconds, are 1 Thirds = 2 Fourths = 3 Fifths = 4 Sixths = 5 Sevenths = 6The largest generic interval in the diatonic scale being 7-1 = 6.Myhill's property is the quality of musical scales or collections with exactly two specific intervals for every generic interval. In other words, each generic interval can be made from one of two possible different specific intervals.".
- Q5532674 thumbnail Maximal_evenness_seconds.png?width=300.
- Q5532674 wikiPageWikiLink Q11574.
- Q5532674 wikiPageWikiLink Q12372854.
- Q5532674 wikiPageWikiLink Q12374823.
- Q5532674 wikiPageWikiLink Q12375546.
- Q5532674 wikiPageWikiLink Q15028629.
- Q5532674 wikiPageWikiLink Q17082297.
- Q5532674 wikiPageWikiLink Q17452439.
- Q5532674 wikiPageWikiLink Q179651.
- Q5532674 wikiPageWikiLink Q189962.
- Q5532674 wikiPageWikiLink Q193101.
- Q5532674 wikiPageWikiLink Q2508727.
- Q5532674 wikiPageWikiLink Q263478.
- Q5532674 wikiPageWikiLink Q4352352.
- Q5532674 wikiPageWikiLink Q5272138.
- Q5532674 wikiPageWikiLink Q7574992.
- Q5532674 wikiPageWikiLink Q8376063.
- Q5532674 wikiPageWikiLink Q8551999.
- Q5532674 comment "In diatonic set theory a generic interval is the number of scale steps between notes of a collection or scale. The largest generic interval is one less than the number of scale members.".
- Q5532674 label "Generic interval".
- Q5532674 depiction Maximal_evenness_seconds.png.