User:VectorGraphics/Singularity - Revision history

FloraC: - categories

2025-12-24T12:20:45Z

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← Older revision		Revision as of 12:20, 24 December 2025
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	Other than that, it is equivalent to [[Single-pitch tuning\|Om temperament.]]		Other than that, it is equivalent to [[Single-pitch tuning\|Om temperament.]]

	~~[[Category:Temperaments]]~~
	~~[[Category:Exotemperaments]]~~

VectorGraphics at 06:01, 12 February 2025

2025-02-12T06:01:08Z

← Older revision		Revision as of 06:01, 12 February 2025
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	This means that singularity is the most inaccurate possible temperament. It is even less accurate than [[0edo]], which could hypothetically represent the notes at 0 and [[1/0]] as distinct notes from 1/1 in a mathematical context.		This means that singularity is the most inaccurate possible temperament. It is even less accurate than [[0edo]], which could hypothetically represent the notes at 0 and [[1/0]] as distinct notes from 1/1 in a mathematical context.

			Other than that, it is equivalent to [[Single-pitch tuning\|Om temperament.]]

	[[Category:Temperaments]]		[[Category:Temperaments]]
	[[Category:Exotemperaments]]		[[Category:Exotemperaments]]

VectorGraphics: VectorGraphics moved page Singularity to User:VectorGraphics/Singularity

2025-02-12T06:00:26Z

VectorGraphics moved page Singularity to User:VectorGraphics/Singularity

← Older revision	Revision as of 06:00, 12 February 2025
(No difference)

VectorGraphics at 21:43, 11 February 2025

2025-02-11T21:43:54Z

← Older revision		Revision as of 21:43, 11 February 2025
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			{{Novelty}}

	Singularity is the regular temperament that tempers out [[1/0]], the singularitone, setting its value equal to [[1/1\|1]], the unison. While this at first appears to do nothing to conventional JI, this changes when you realize that because 1/0 contains all possible factors in its numerator (because it can be written as 2/0 or 3/0 or 5/0 or 7/0 etc), that that implies that every single interval, in all limits, is tempered out.		Singularity is the regular temperament that tempers out [[1/0]], the singularitone, setting its value equal to [[1/1\|1]], the unison. While this at first appears to do nothing to conventional JI, this changes when you realize that because 1/0 contains all possible factors in its numerator (because it can be written as 2/0 or 3/0 or 5/0 or 7/0 etc), that that implies that every single interval, in all limits, is tempered out.

VectorGraphics: Created page with "Singularity is the regular temperament that tempers out 1/0, the singularitone, setting its value equal to 1, the unison. While this at first appears to do nothing..."

2025-02-11T21:43:31Z

Created page with "Singularity is the regular temperament that tempers out 1/0, the singularitone, setting its value equal to 1, the unison. While this at first appears to do nothing..."

New page

Singularity is the regular temperament that tempers out [[1/0]], the singularitone, setting its value equal to [[1/1|1]], the unison. While this at first appears to do nothing to conventional JI, this changes when you realize that because 1/0 contains all possible factors in its numerator (because it can be written as 2/0 or 3/0 or 5/0 or 7/0 etc), that that implies that every single interval, in all limits, is tempered out.

This means that singularity is the most inaccurate possible temperament. It is even less accurate than [[0edo]], which could hypothetically represent the notes at 0 and [[1/0]] as distinct notes from 1/1 in a mathematical context.

[[Category:Temperaments]]
[[Category:Exotemperaments]]