Interval quality: Difference between revisions

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== Absolute interval quality ==

Another way to generalize ~~the~~ interval qualities from ~~the~~ traditional theory is to define [[interval region]]s corresponding to the 12 tones of the chromatic scale. That way, similar intervals, such as [[13/11]] (~289{{cent}}), 3\12 (300{{cent}}), [[6/5]] (~316{{cent}}), and 3\[[11edo|11]] (~327{{cent}}), can all be considered different flavours of minor thirds. These regions can further be subdivided into finer categories; for instance, smaller minor thirds could be qualified as "narrow minor thirds", "subminor ~~thirds", "downminor~~ thirds", etc.

Another way to generalize interval qualities from traditional theory is to define [[interval region]]s corresponding to the 12 tones of the chromatic scale. That way, similar intervals, such as [[13/11]] (~289{{cent}}), 3\12 (300{{cent}}), [[6/5]] (~316{{cent}}), and 3\[[11edo|11]] (~327{{cent}}), can all be considered different flavours of minor thirds. These regions can further be subdivided into finer categories; for instance, smaller minor thirds could be qualified as "narrow minor thirds", "subminor thirds", etc.

Interval regions can also be defined using a different framework than the diatonic scale. However, the diatonic scale is often preferred because it offers a familiar point of reference for many musicians.

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 == Absolute interval quality ==
-Another way to generalize the interval qualities from the traditional theory is to define [[interval region]]s corresponding to the 12 tones of the chromatic scale. That way, similar intervals, such as [[13/11]] (~289{{cent}}), 3\12 (300{{cent}}), [[6/5]] (~316{{cent}}), and 3\[[11edo|11]] (~327{{cent}}), can all be considered different flavours of minor thirds. These regions can further be subdivided into finer categories; for instance, smaller minor thirds could be qualified as "narrow minor thirds", "subminor thirds", "downminor thirds", etc.
+Another way to generalize interval qualities from traditional theory is to define [[interval region]]s corresponding to the 12 tones of the chromatic scale. That way, similar intervals, such as [[13/11]] (~289{{cent}}), 3\12 (300{{cent}}), [[6/5]] (~316{{cent}}), and 3\[[11edo|11]] (~327{{cent}}), can all be considered different flavours of minor thirds. These regions can further be subdivided into finer categories; for instance, smaller minor thirds could be qualified as "narrow minor thirds", "subminor thirds", etc.
 Interval regions can also be defined using a different framework than the diatonic scale. However, the diatonic scale is often preferred because it offers a familiar point of reference for many musicians.