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- Rothenberg_propriety abstract "In music, Rothenberg propriety is an important concept in the general theory of scales which was introduced by David Rothenberg in a seminal series of papers in 1978. The concept was independently discovered in a more restricted context by Gerald Balzano, who termed it coherence. The notion belongs to the class of concepts often, but misleadingly, termed diatonic set theory; in fact, as with most concepts of diatonic set theory, it applies far more widely than simply to the diatonic scale.".
- Rothenberg_propriety wikiPageExternalLink AModelForPatternPerception.pdf.
- Rothenberg_propriety wikiPageID "5498678".
- Rothenberg_propriety wikiPageLength "7604".
- Rothenberg_propriety wikiPageOutDegree "37".
- Rothenberg_propriety wikiPageRevisionID "620935983".
- Rothenberg_propriety wikiPageWikiLink 19_equal_temperament.
- Rothenberg_propriety wikiPageWikiLink Augmented_fourth.
- Rothenberg_propriety wikiPageWikiLink Category:Musical_set_theory.
- Rothenberg_propriety wikiPageWikiLink Cent_(music).
- Rothenberg_propriety wikiPageWikiLink Common_practice.
- Rothenberg_propriety wikiPageWikiLink Common_practice_period.
- Rothenberg_propriety wikiPageWikiLink David_Rothenberg.
- Rothenberg_propriety wikiPageWikiLink Diatonic_scale.
- Rothenberg_propriety wikiPageWikiLink Diatonic_set_theory.
- Rothenberg_propriety wikiPageWikiLink Diminished_fifth.
- Rothenberg_propriety wikiPageWikiLink Diminished_third.
- Rothenberg_propriety wikiPageWikiLink Enigmatic_scale.
- Rothenberg_propriety wikiPageWikiLink Equal_temperament.
- Rothenberg_propriety wikiPageWikiLink Generic_interval.
- Rothenberg_propriety wikiPageWikiLink Gerald_Balzano.
- Rothenberg_propriety wikiPageWikiLink Harmonic_major_scale.
- Rothenberg_propriety wikiPageWikiLink Interval_class.
- Rothenberg_propriety wikiPageWikiLink Major_Locrian_scale.
- Rothenberg_propriety wikiPageWikiLink Major_locrian_scale.
- Rothenberg_propriety wikiPageWikiLink Major_scale.
- Rothenberg_propriety wikiPageWikiLink Meantone_temperament.
- Rothenberg_propriety wikiPageWikiLink Minor_scale.
- Rothenberg_propriety wikiPageWikiLink Modulo_operation.
- Rothenberg_propriety wikiPageWikiLink Octave.
- Rothenberg_propriety wikiPageWikiLink Pitch_class.
- Rothenberg_propriety wikiPageWikiLink Quasiperiodic_function.
- Rothenberg_propriety wikiPageWikiLink Septimal_major_second.
- Rothenberg_propriety wikiPageWikiLink Septimal_meantone_temperament.
- Rothenberg_propriety wikiPageWikiLink Septimal_whole_tone.
- Rothenberg_propriety wikiPageWikiLink Specific_interval.
- Rothenberg_propriety wikiPageWikiLink Tritone.
- Rothenberg_propriety wikiPageWikiLink Unison.
- Rothenberg_propriety wikiPageWikiLinkText "Rothenberg propriety".
- Rothenberg_propriety wikiPageWikiLinkText "proper".
- Rothenberg_propriety wikiPageWikiLinkText "propriety".
- Rothenberg_propriety hasPhotoCollection Rothenberg_propriety.
- Rothenberg_propriety wikiPageUsesTemplate Template:Music.
- Rothenberg_propriety wikiPageUsesTemplate Template:Notelist.
- Rothenberg_propriety wikiPageUsesTemplate Template:Says_who.
- Rothenberg_propriety wikiPageUsesTemplate Template:Set_theory_(music).
- Rothenberg_propriety subject Category:Musical_set_theory.
- Rothenberg_propriety hypernym Concept.
- Rothenberg_propriety comment "In music, Rothenberg propriety is an important concept in the general theory of scales which was introduced by David Rothenberg in a seminal series of papers in 1978. The concept was independently discovered in a more restricted context by Gerald Balzano, who termed it coherence. The notion belongs to the class of concepts often, but misleadingly, termed diatonic set theory; in fact, as with most concepts of diatonic set theory, it applies far more widely than simply to the diatonic scale.".
- Rothenberg_propriety label "Rothenberg propriety".
- Rothenberg_propriety sameAs m.0dpk57.
- Rothenberg_propriety sameAs Q7370404.
- Rothenberg_propriety sameAs Q7370404.
- Rothenberg_propriety wasDerivedFrom Rothenberg_propriety?oldid=620935983.
- Rothenberg_propriety isPrimaryTopicOf Rothenberg_propriety.