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<math>\displaystyle \lVert M \rVert_\text{RMS}' = \sqrt {\frac{\operatorname{det} (VV^\mathsf{T})}{C(n, r)}} = \frac {\lVert M \rVert_2}{\sqrt {C(n, r)}}</math>
<math>\displaystyle \lVert M \rVert_\text{RMS}' = \sqrt {\frac{\operatorname{det} (VV^\mathsf{T})}{C(n, r)}} = \frac {\lVert M \rVert_2}{\sqrt {C(n, r)}}</math>
where <math>n</math> is the number of primes in the subgroup, <math>r</math> is the rank of the temperament.
where <math>n</math> is the number of primes in the subgroup, <math>r</math> is the rank of the temperament.
= Current contributions =
[[Fractal scale]]
= Ideas and thoughts =
[[User:Akselai/RES comma]]
[[User:Akselai/Quasi-modal construction of fractal scales]]