Tenney–Euclidean temperament measures: Difference between revisions
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<math>\displaystyle | <math>\displaystyle | ||
\lVert J \wedge M \rVert'_\text {RMS} = \sqrt{\frac{n}{\binom{n}{r+1}}} \left| | \lVert J \wedge M \rVert'_\text {RMS} = \sqrt{\frac{n}{\binom{n}{r+1}}} \left|v_i \cdot v_j - na_ia_j\right|</math> | ||
A perhaps simpler way to view this is to start with a mapping matrix V and add an extra row J corresponding to the JIP; we will label this matrix V<sub>J</sub>. Then the simple badness is: | A perhaps simpler way to view this is to start with a mapping matrix V and add an extra row J corresponding to the JIP; we will label this matrix V<sub>J</sub>. Then the simple badness is: | ||