Tuning map: Difference between revisions
it's not a "val" (manual revert of some earlier edits) |
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== With respect to linear algebra == | == With respect to linear algebra == | ||
A tuning map can be thought of | A tuning map is a real-valued linear form (or covector). If we identify interval space with the integer lattice, it is a linear map <math>\varphi: \mathbb{Z}^n \to \mathbb{R}</math>, which projects abstract intervals onto the real line which measures pitch. It can also be thought of as a matrix with a single row. The same is true of error maps and generator tuning maps. | ||
[[Category:Regular temperament tuning| ]] <!-- Main article --> | [[Category:Regular temperament tuning| ]] <!-- Main article --> | ||