User:VectorGraphics/Operation Loosen Underpants: Difference between revisions
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Created page with "This page documents the progress on removing references to wedgies from the wiki. == Exempt pages == === Wedgie main pages === Pages that are directly about wedgies or their operations. * Plücker coordinates (main wedgie page) * Wedgies and multivals (supplementary wedgie page) * Exterior algebra (wedge product, which produces wedgies) * Interior product (dual of wedge product) * Hodge dual (acts on wedgies) === The wedgie method === * The wed..." |
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* [[Interior product]] (dual of wedge product) | * [[Interior product]] (dual of wedge product) | ||
* [[Hodge dual]] (acts on wedgies) | * [[Hodge dual]] (acts on wedgies) | ||
=== Pages that can reference wedgies === | === Pages that can reference wedgies === | ||
| Line 33: | Line 25: | ||
* [[Gene Ward Smith]] (we are not the Ministry of Truth) | * [[Gene Ward Smith]] (we are not the Ministry of Truth) | ||
** [[Support]] (for the same reason, as the reference to wedgie is in a direct quote) | ** [[Support]] (for the same reason, as the reference to wedgie is in a direct quote) | ||
** [[Mike Battaglia FAQ]] (for the same reason) | ** [[Mike Battaglia FAQ]] (for the same reason) | ||
* [[Temperament family page revision proposal]] (Is a sandbox page) | * [[Temperament family page revision proposal]] (Is a sandbox page) | ||
* [[Basic abstract temperament translation code]] | * [[Basic abstract temperament translation code]] | ||
== Tentatively exempt pages == | |||
=== The wedgie method === | |||
* [[The wedgie method]] (mysterious method involving wedgies) | |||
** [[Catalog of eleven-limit rank three temperaments]] (References the wedgie method) | |||
** [[Catalog of eleven-limit rank two temperaments]] (Ditto) | |||
** [[Catalog of seven-limit rank two temperaments]] (Ditto) | |||
** [[Catalog of thirteen-limit rank two temperaments]] (Ditto) | |||
== Non-exempt pages == | == Non-exempt pages == | ||
Revision as of 05:50, 12 June 2025
This page documents the progress on removing references to wedgies from the wiki.
Exempt pages
Wedgie main pages
Pages that are directly about wedgies or their operations.
- Plücker coordinates (main wedgie page)
- Wedgies and multivals (supplementary wedgie page)
- Exterior algebra (wedge product, which produces wedgies)
- Interior product (dual of wedge product)
- Hodge dual (acts on wedgies)
Pages that can reference wedgies
Pages that link to wedgies but are not directly about them.
- Technical data guide for regular temperaments (can reference wedgies for completeness)
- 7th-octave temperaments (the reference to a wedgie here is essentially trivia)
- Temperament naming (for the same reason)
- Composing Powerstart (agrees with me)
Other exempt pages
Pages that retain wedgie references for historical accuracy or for other reasons.
- Gene Ward Smith (we are not the Ministry of Truth)
- Support (for the same reason, as the reference to wedgie is in a direct quote)
- Mike Battaglia FAQ (for the same reason)
- Temperament family page revision proposal (Is a sandbox page)
- Basic abstract temperament translation code
Tentatively exempt pages
The wedgie method
- The wedgie method (mysterious method involving wedgies)
- Catalog of eleven-limit rank three temperaments (References the wedgie method)
- Catalog of eleven-limit rank two temperaments (Ditto)
- Catalog of seven-limit rank two temperaments (Ditto)
- Catalog of thirteen-limit rank two temperaments (Ditto)
Non-exempt pages
Mathematical pages needing rework
- Recoverability
- Mathematical theory of regular temperaments
- Mathematical theory of saturation
- Tenney–Euclidean temperament measures
- Generator complexity
- Mike's lecture on vector spaces and dual spaces
- Fokker block
- Minkowski reduced bases for Fokker groups of certain vals
- Defactoring algorithms
- Extended bra-ket notation
- Dave Keenan & Douglas Blumeyer's guide to EA for RTT
Temperament list pages
All done!
Temperament technical data pages
All done!
Pages containing improperly formatted wedgies
Will have wedgies removed when they come up.