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This is a list of musical compositions or pieces of music that have unusual time signatures. "Unusual" is here defined to be any time signature other than simple time signatures with top numerals of 2, 3, or 4 and bottom numerals of 2, 4, or 8, and compound time signatures with top numerals of 6, 9, or 12 and bottom numerals 4, 8, or 16.
List of works in unusual time signatures. Add languages. Add links. Article; Talk; English. Read; Edit; View history; Tools. ... List of musical works in unusual time ...
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Dave Brubeck. David Warren Brubeck (/ ˈbruːbɛk /; December 6, 1920 – December 5, 2012) was an American jazz pianist and composer. Often regarded as a foremost exponent of cool jazz, Brubeck's work is characterized by unusual time signatures and superimposing contrasting rhythms, meters, tonalities, and combining different styles and genres ...
Dividing a common time signature in an unusual way may give you an unusual division, but it can't turn a common time signature into an uncommon one. The title of this article is "List of musical works in [sic] unusual time signatures" not "List of musicals works with usual time signatures divided unusually".
Archives:: In accordance with Wikipedia's Original Research policy, musical works that might have unusual time signatures, but that do not yet have reliable sources confirming this, are excluded from this article. Such works should be included in the list until sources are found. Lists Low‑importance.
List of musical works in unusual time signatures; List of musical works in 5/4 or 5/8 time; List of musical works in 7/4 or 7/8 time; List of musical works with unusual time signature combinations; Please add these back to this list only if reliable sources are found confirming that these songs have an unusual time signature, and please cite ...
On this same subject: There is a vast difference between works in simple 7/4 time signatures, which consist of seven simple beats of quater-note length (I.E. Dem Bones by Alice in Chains), and works in complex 7/8 time signatures, which consist of unequal subdivisions such as 2+2+3 or 2+2+2+1 (I.E. the aptly named Subdivisions by Rush, which ...