Just intonation subgroup: Difference between revisions
Cmloegcmluin (talk | contribs) added a necessary disclaimer now that the normal lists page has changed so that the canonical form is the default normal interval list (which it still should be in the most typical context of comma bases) |
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A '''just intonation subgroup''' is a [[Wikipedia: Free abelian group|group]] generated by a finite set of positive rational numbers via arbitrary multiplications and divisions. Using subgroups implies a way to organize [[just intonation]] intervals such that they form a lattice. Therefore it is closely related to [[regular temperament theory]]. | |||
A '''just intonation subgroup''' is a [[Wikipedia: Free abelian group|group]] generated by a finite set of positive rational numbers via arbitrary multiplications and divisions. | |||
There are three categories of subgroups: | There are three categories of subgroups: | ||