Vals and tuning space: Difference between revisions
→Vals and Monzos: got rid of another ⟨JIP][M⟩ and made it ⟨JIP|M⟩ |
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which is approximately {{val|31.000 30.916 31.009 30.990}}. The standard Euclidean norm would then be the square root of the sum of squares of this vector, which is approximately sqrt(3838.694), or 61.957. To use the RMS we divide that by sqrt(4)=2, giving 30.976 for the TE norm. Note that the TE norm for this val is approximately 31. | which is approximately {{val|31.000 30.916 31.009 30.990}}. The standard Euclidean norm would then be the square root of the sum of squares of this vector, which is approximately sqrt(3838.694), or 61.957. To use the RMS we divide that by sqrt(4)=2, giving 30.976 for the TE norm. Note that the TE norm for this val is approximately 31. | ||
[[Category:theory]] | [[Category:Regular temperament theory]] | ||
[[Category: | [[Category:Math]] | ||
[[Category: | [[Category:Tuning space]] | ||
[[Category: | [[Category:Val]] | ||
{{todo| cleanup | intro }} | |||