Glossary: Difference between revisions

m M: corrections
E: Add definition of eigenmonzo
 
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| a23=[[#W|W–Z]]
| a24=[[#0–9|0–9]]
| a24=[[#0–9|0–9]]
| a25=[[#See also|See also]]
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== A ==
== A ==
; [[achiral scale]] : A [[#S|scale]] whose mirror image (reversing the order of its [[#S|steps]]) is a [[#M|mode]] of the same scale.
; [[achiral scale]] : A [[#S|scale]] whose mirror image (reversing the order of its [[#S|steps]]) is a [[#M|mode]] of the same scale.
; avoid note : A note in a scale which is considered dissonant relative to the root chord, and is thus preferably avoided.


== B ==
== B ==
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; [[consonance]] : The subjective, contextual smoothness of an [[#I|interval]] or [[#C|chord]].
; [[consonance]] : The subjective, contextual smoothness of an [[#I|interval]] or [[#C|chord]].


; [[constant structure]] (CS) : The property of a [[#S|scale]] whose [[#I|interval classes]] are distinct.
; [[constant structure]] (CS) : The property of a [[#S|scale]] whose [[#I|interval classes]] do not overlap.


== D ==
== D ==
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== E ==
== E ==
; [[eigenmonzo]] : An interval that does not change its size in cents when a specific tuning of a given temperament is applied to it.
; [[equal temperament]] : A rank-1 [[#T|temperament]]. The temperament-agnostic term is ''equal-step tuning'' (or equal tuning).
; [[equal temperament]] : A rank-1 [[#T|temperament]]. The temperament-agnostic term is ''equal-step tuning'' (or equal tuning).


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; [[rank]] : The number of [[#G|generators]] of a set of [[#I|intervals]], i.e. the set's dimensionality (not to be confused with the [[dimensionality]] of the temperament itself). For example, [[12edo]] is rank-1 because it can be generated by the semitone; [[Pythagorean tuning]] is rank-2 because it can be generated by the primes {2, 3}.
; [[rank]] : The number of [[#G|generators]] of a set of [[#I|intervals]], i.e. the set's dimensionality (not to be confused with the [[dimensionality]] of the temperament itself). For example, [[12edo]] is rank-1 because it can be generated by the semitone; [[Pythagorean tuning]] is rank-2 because it can be generated by the primes {2, 3}.


; ratio : See [[#I|interval ratio]] and [[#S|step ratio]]. May also be used to designate other mathematical [[Wikipedia:Ratio|ratios]].
; ratio : See [[#F|frequency ratio]] and [[#S|step ratio]]. May also be used to designate other mathematical {{w|ratio}}s.


; [[reference tone]] (or reference pitch) : An agreed-upon fundamental or dominant [[#F|frequency]] that musical instruments will reference when adjusting tuning.
; [[reference tone]] (or reference pitch) : An agreed-upon fundamental or dominant [[#F|frequency]] that musical instruments will reference when adjusting tuning.