User:Unque/Dietic Minor: Difference between revisions

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Created page with "The '''Dietic Minor''' scale is a family of closely related 10-note ternary scales that act as aberrismic extensions of Smitonic. The scale can be generalized under..."
 
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As it turns out, this proposed solution is quite similar to the principles that spawned [[Groundfault]]'s [[aberrismic theory]], a concept based on the insertion of small steps called "aberrismas" into a MOS scale to solve structural issues.  The small steps of the Dietic Minor scale can be conceived as aberrismas, especially in tunings outside of 29edo where these aberrismas are no longer the single step "diesis."
As it turns out, this proposed solution is quite similar to the principles that spawned [[Groundfault]]'s [[aberrismic theory]], a concept based on the insertion of small steps called "aberrismas" into a MOS scale to solve structural issues.  The small steps of the Dietic Minor scale can be conceived as aberrismas, especially in tunings outside of 29edo where these aberrismas are no longer the single step "diesis."


It should be noted, however, that Ground's approach to aberrismic scales involves certain other features that are foregone in Dietic Minor, such as formation by [[MOS substitution]] and the satisfaction of [[Monotone-MOS scale|Monotone-MOS]] conditions; the structure of Dietic Minor does not generalize well to either of these properties, and while closely related to Ground's approach, the two may not be considered entirely equivalent.
It should be noted, however, that Ground's approach to aberrismic scales involves certain other features that are foregone in Dietic Minor, such as formation by [[MOS substitution]] and the satisfaction of [[Monotone-MOS scale|Monotone-MOS]] conditions; the structure of Dietic Minor does not generalize well to either of these properties, and while closely related to Ground's approach, the two might not be considered entirely equivalent.


== Tuning Ranges ==
== Tuning Ranges ==
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|5
|5
|smLsmsLmLL
|smLsmsLmLL
|Contains perfect Fourth
|Contains Perfect Fourth
|-
|-
|6
|6