FloraC
Joined 30 March 2020
→Notes: clarify |
→Notes: should be the other way around |
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=== Notes === | === Notes === | ||
* For the nullity-1 temperament tempering out {{monzo| ''m''<sub>1</sub> ''m''<sub>2</sub> … ''m''<sub>''n''</sub> }}, each prime ''q<sub>i</sub>'' is tuned to | * For the nullity-1 temperament tempering out {{monzo| ''m''<sub>1</sub> ''m''<sub>2</sub> … ''m''<sub>''n''</sub> }}, each prime ''q<sub>i</sub>'' is tuned to | ||
: <math>\operatorname {sgn} (m_i) \log_2 (q_i) \frac {\sum_j m_j \log_2 (q_j)}{\sum_j \vert m_j \vert \log_2 (q_j)}</math> | : <math>-\operatorname {sgn} (m_i) \log_2 (q_i) \frac {\sum_j m_j \log_2 (q_j)}{\sum_j \vert m_j \vert \log_2 (q_j)}</math> | ||
* Even for ets, TOP and TE tuning are not identical, but close. | * Even for ets, TOP and TE tuning are not identical, but close. | ||
* The relative interval error space of equal temperaments in TOP tuning seems to be linear. | * The relative interval error space of equal temperaments in TOP tuning seems to be linear. | ||