Douglas Blumeyer's RTT How-To: Difference between revisions
Cmloegcmluin (talk | contribs) →multicommas: use math |
Cmloegcmluin (talk | contribs) →multicommas: correct table |
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Note that multicommas could just as well serve the purpose of a unique identifier for temperaments. There’s no particular reason to prefer the canonical multimap to the canonical multicomma. By convention, however, the canonical multimap is the one that’s used. | Note that multicommas could just as well serve the purpose of a unique identifier for temperaments. There’s no particular reason to prefer the canonical multimap to the canonical multicomma. By convention, however, the canonical multimap is the one that’s used. | ||
If you need to do this process for a higher dimensionality than 6, then you'll need to understand how I found the symbols for each cell of Figure | If you need to do this process for a higher dimensionality than 6, then you'll need to understand how I found the symbols for each cell of Figure 6b. Here's how: | ||
# Take the rank, halved, rounded up. In our case, <span><math>\lceil \frac{r}{2} \rceil = \lceil \frac{2}{2} \rceil = \lceil 1 \rceil = 1</math></span>. Save that result for later. Let’s call it <span><math>x</math></span>. | # Take the rank, halved, rounded up. In our case, <span><math>\lceil \frac{r}{2} \rceil = \lceil \frac{2}{2} \rceil = \lceil 1 \rceil = 1</math></span>. Save that result for later. Let’s call it <span><math>x</math></span>. | ||