Delta: Difference between revisions

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The delta of a [[ratio]] is simply the difference between the numerator and the denominator. Thus [[superparticular]] ratios like 9/8 are delta-1 ratios. Ratios of the form <math>\frac{n+2}{n}</math> like 7/5 are delta-2.
'''Delta''' may refer to:
{| class="wikitable"
* the [[degree of epimoricity]], the difference between the numerator and the denominator of a [[ratio]].
|+
* the [[delta scale]], a [[nonoctave]] [[scale]].
!delta-1 ratios
 
|2/1
== See also ==
|3/2
* [[Delta-rational chord]]
|4/3
 
|5/4
{{Disambiguation}}
|6/5
|7/6
|etc.
|-
!delta-2 ratios
|3/1
|5/3
|7/5
|9/7
|11/9
|13/11
|etc.
|-
!delta-3 ratios
|4/1
|5/2
|7/4
|8/5
|10/7
|11/8
|etc.
|-
!delta-4 ratios
|5/1
|7/3
|9/5
|11/7
|13/9
|15/11
|etc.
|}
The term delta was coined by [[Kite Giedraitis]].