Map: Difference between revisions

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Cmloegcmluin (talk | contribs)
incorporate further advice from Dave
Keenan Pepper (talk | contribs)
make into more of a disambiguation page
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A '''map''', in [[regular temperament theory]], is most commonly used to refer to a single row of a [[mapping]], including a mapping with only one row (an [[ET]] map).
The word '''map''' could refer to:


"Map" is usually synonymous with "[[val]]", except that [[tuning map]]s and keyboard maps are not vals because they may contain non-integer entries.
* In [[regular temperament theory]], a single row of a [[mapping]], including a mapping with only one row (an [[ET]] map). "Map" is usually synonymous with "[[val]]", except that [[tuning map]]s and keyboard maps are not vals because they may contain non-integer entries.


In mathematics generally, "map" is synonymous with "mapping" and "function". In RTT, "map" has the more specific meaning of a [[Wikipedia:Linear_form|linear form]], which is a function that can be represented by a [[Wikipedia:Covector|covector]], and "mapping" has the more specific meaning given here: [[Mapping#math|mapping]]. The shorter word refers to the simpler object.
* In mathematics generally, any function from one set to another. See [https://en.wikipedia.org/wiki/Map_(mathematics) Wikipedia]
 
* In RTT, a [[Wikipedia:Linear_form|linear form]], which is a function that can be represented by a [[Wikipedia:Covector|covector]], and "mapping" has the more specific meaning given here: [[Mapping#math|mapping]]. The shorter word refers to the simpler object.


[[Category:Temperament]]
[[Category:Temperament]]

Revision as of 01:32, 21 December 2021

The word map could refer to:

  • In regular temperament theory, a single row of a mapping, including a mapping with only one row (an ET map). "Map" is usually synonymous with "val", except that tuning maps and keyboard maps are not vals because they may contain non-integer entries.
  • In mathematics generally, any function from one set to another. See Wikipedia
  • In RTT, a linear form, which is a function that can be represented by a covector, and "mapping" has the more specific meaning given here: mapping. The shorter word refers to the simpler object.