Mapping: Difference between revisions

Gud2228 (talk | contribs)
Many 12edo temperaments…: <12 19 28 34 41| and <12 19 28 34 42|
Tags: Mobile edit Mobile web edit
Cmloegcmluin (talk | contribs)
m add link to relevant article in our RTT guide
Line 117: Line 117:


It may be helpful to think of the units of each entry of a mapping as g/p, read "generators per prime." Each mapping row corresponds to a different generator, and each mapping column corresponds to a different prime, and so the value of the mapping entry at the intersection of a given row and column tells how many of the corresponding generator are part of the temperament's approximation of the corresponding prime.
It may be helpful to think of the units of each entry of a mapping as g/p, read "generators per prime." Each mapping row corresponds to a different generator, and each mapping column corresponds to a different prime, and so the value of the mapping entry at the intersection of a given row and column tells how many of the corresponding generator are part of the temperament's approximation of the corresponding prime.
== See also ==
* [[Dave Keenan %26 Douglas Blumeyer%27s guide to RTT: mappings]], for a step-by-step textbook tutorial style introduction to this topic


[[Category:Regular temperament theory]]
[[Category:Regular temperament theory]]