Aberrismic theory: Difference between revisions

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Certain scales with aberrismas may be endowed with JI interpretations via [[RTT]] temperaments, which may be used in suitable [[equal temperament]]s. Under groundfault's use of edos (usually patent vals) as RTT temperaments, the aberrisma tends to become a [[81/80]] in a 2.3.5 context and a [[64/63]] in a 2.3.7 context. Some scales such as 5L2m5s and 5L2m7s admit a more accurate 2.3.5.7 interpretation that tempers out neither 81/80 nor 64/63 but identifies the two commas, tempering out [[5120/5103]].

Aberrismic theory is an application of RTT on ternary scales with comma steps. Tempering is important in aberrismic theory as a way to simultaneously achieve sufficient accuracy to LCJI and improve the function of structural commas (frequently [[81/80]] or [[64/63]]) as aberrismas in ternary scales by tempering them larger than just.

Aberrismic theory is an application of RTT on ternary scales with comma steps. Tempering is important in aberrismic theory as a way to simultaneously achieve sufficient accuracy to LCJI and improve the function of structural commas (frequently [[81/80]] or [[64/63]]) as aberrismas in ternary LCJI scales by tempering them larger than just.

At times, a scale pattern has varying temperaments according to the tuning. For example, 5L2m3s may be given the temperament structure of either untempered 2.3.5 or [[Ultrapyth]] temperament.

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 Certain scales with aberrismas may be endowed with JI interpretations via [[RTT]] temperaments, which may be used in suitable [[equal temperament]]s. Under groundfault's use of edos (usually patent vals) as RTT temperaments, the aberrisma tends to become a [[81/80]] in a 2.3.5 context and a [[64/63]] in a 2.3.7 context. Some scales such as 5L2m5s and 5L2m7s admit a more accurate 2.3.5.7 interpretation that tempers out neither 81/80 nor 64/63 but identifies the two commas, tempering out [[5120/5103]].
-Aberrismic theory is an application of RTT on ternary scales with comma steps. Tempering is important in aberrismic theory as a way to simultaneously achieve sufficient accuracy to LCJI and improve the function of structural commas (frequently [[81/80]] or [[64/63]]) as aberrismas in ternary scales by tempering them larger than just.
+Aberrismic theory is an application of RTT on ternary scales with comma steps. Tempering is important in aberrismic theory as a way to simultaneously achieve sufficient accuracy to LCJI and improve the function of structural commas (frequently [[81/80]] or [[64/63]]) as aberrismas in ternary LCJI scales by tempering them larger than just.
 At times, a scale pattern has varying temperaments according to the tuning. For example, 5L2m3s may be given the temperament structure of either untempered 2.3.5 or [[Ultrapyth]] temperament.