User:Cmloegcmluin: Difference between revisions

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Redirected page to Douglas Blumeyer
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#REDIRECT [[Douglas Blumeyer]]
AKA [[Douglas Blumeyer]].
 
== Some of his work outside the wiki ==
 
See [[Douglas Blumeyer#Some of his work outside the wiki]].
 
== Some of his work here on the wiki ==
=== RTT ===
 
==== Original work ====
 
* [[Douglas Blumeyer's RTT How-To]]*
* [[RTT library in Wolfram Language]]*
* [[intro to exterior algebra for RTT]]*
* [[temperament addition]]
* [[uniform map|uniform map, integer uniform map]]*
* [[simple map]]*
* [[unison temperament]]*
 
==== Documentation improvement ====
 
* [[saturation, torsion, contorsion, and defactoring]] (general audience page, to supplement the existing but more mathematically advanced page)
** [[defactoring algorithms]]*
** [[the pathology of enfactoring]]*
** [[defactoring terminology proposal]]*
** [[normal lists]] (revised in collaboration with [[User:FloraC|FloraC]] to accommodate and enumerate multiple normal forms, and introduced [[defactored Hermite form]])
** [[matrix echelon forms]]
** [[Generator size manipulation|generator size manipulation]]*
* [[temperament merging]] (general audience page covering most of the material on the existing page [[Meet and join]] which targets a more mathematically-inclined audience)
** [[Temperament merging across interval bases|temperament merging across interval bases]] (a separate general audience page for the remaining material on the existing page [[Meet and join]])
* [[Interval basis|interval basis]] (a pragmatic and more basic overview of ideas found on various other pages)
* [[tuning ranges of regular temperaments]]
** [[diamond monotone]] (worked with original authors to give concept more specific terminology for clarity, and documented)
** [[diamond tradeoff]] (worked with original authors to give concept more specific terminology for clarity, and documented)
* [[eigenmonzo]]* (did not coin the term, just created the page, including its essentially built-in proposal to rename itself to "unchanged interval")
* [[mapping to lattice]]
* [[val list]]
* [[tuning map]]
* [[comma basis]]
* [[val#Vals vs. maps]]
* [[map]]
* [[secor]]*
* [[grade]]
* [[variance]]
* [[Rank_and_codimension#Rank-nullity_theorem|dimensions, dimensionality, and rank-nullity theorem]]
* [[Full-rank|full-rank and rank-deficiency]]
* [[linear dependence]]
* [[basis]]
* [[generators preimage transversal]] (provided in-depth explanations of algorithms developed by others, supplementing with code implementations and examples)
* [[preimage]]
* [[detempering]]
* [[support]]
* [[Dyadic_chord#Definitions|essentially tempered chord]] (added the diagram)
* [[harmonic distance]]
* [[error]]
* [[damage]]
* [[extended bra-ket notation]]
 
==== Suggested improvements ====
 
* [[Talk:Interior_product|Talk:Interior product]]*
* [[Talk:Meet_and_Join|Talk:Meet and Join]]*
* [[Talk:Detempering]]
 
=== Non-RTT ===
 
==== Original work ====
 
* [[N2D3P9]]*
* [[monotonic tunings]]
** [[arithmetic tunings]]
*** [[OD]]
*** [[EFD]]
*** [[OS]]
*** [[AFS]]
*** [[EPD]]
*** [[APS]]
*** [[AS]]
*** [[UD]]
*** [[ELD]]
*** [[ALS]]
*** [[US]]
** non-arithmetic monotonic tunings
*** [[powharmonic series]]
*** [[logharmonic series]]
* [[edφ]]
* [[metallic MOS]]
* [[generalized superparticulars]]
* [[xenharmonic series]]
** [[metallic harmonic series]]
** [[triangulharmonic series]]
** [[oddharmonic series]]
** [[edharmonic series]]
** [[matharmonic series]]
** [[dumb Fibonacci]]
* [[Gjaeck]]
* [[Yer]]
 
==== Improved documentation ====
 
* [[subharmonic series]]
* [[acoustic phi]]
* [[Maximum variety#Examples testing for MV]]
* [[direct approximation]] (adapted from "patent interval")
 
<nowiki>*</nowiki>In close collaboration with [[Dave Keenan]].

Revision as of 19:21, 19 March 2022

AKA Douglas Blumeyer.

Some of his work outside the wiki

See Douglas Blumeyer#Some of his work outside the wiki.

Some of his work here on the wiki

RTT

Original work

Documentation improvement

Suggested improvements

Non-RTT

Original work

Improved documentation

*In close collaboration with Dave Keenan.