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- Q7309623 subject Q11704303.
- Q7309623 abstract "Regular temperament is any tempered system of musical tuning such that each frequency ratio is obtainable as a product of powers of a finite number of generators, or generating frequency ratios. The classic example of a regular temperament is meantone temperament, where the generating intervals are usually given in terms of a slightly flattened fifth and the octave.The best-known example of a linear temperaments is meantone, but others include the schismatic temperament of Hermann von Helmholtz and miracle temperament.".
- Q7309623 thumbnail Syntonic_Tuning_Continuum.jpg?width=300.
- Q7309623 wikiPageExternalLink regular.html.
- Q7309623 wikiPageExternalLink scale_mos.html.
- Q7309623 wikiPageExternalLink comj.2007.31.4.15.
- Q7309623 wikiPageExternalLink 1.htm.
- Q7309623 wikiPageWikiLink Q1071523.
- Q7309623 wikiPageWikiLink Q1080022.
- Q7309623 wikiPageWikiLink Q11704303.
- Q7309623 wikiPageWikiLink Q1197190.
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- Q7309623 wikiPageWikiLink Q1454111.
- Q7309623 wikiPageWikiLink Q2914509.
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- Q7309623 wikiPageWikiLink Q60024.
- Q7309623 wikiPageWikiLink Q6549436.
- Q7309623 wikiPageWikiLink Q6872500.
- Q7309623 wikiPageWikiLink Q723441.
- Q7309623 wikiPageWikiLink Q7269247.
- Q7309623 wikiPageWikiLink Q7431501.
- Q7309623 wikiPageWikiLink Q752518.
- Q7309623 wikiPageWikiLink Q82571.
- Q7309623 wikiPageWikiLink Q846648.
- Q7309623 wikiPageWikiLink Q858576.
- Q7309623 wikiPageWikiLink Q860623.
- Q7309623 comment "Regular temperament is any tempered system of musical tuning such that each frequency ratio is obtainable as a product of powers of a finite number of generators, or generating frequency ratios.".
- Q7309623 label "Regular temperament".
- Q7309623 depiction Syntonic_Tuning_Continuum.jpg.