Kleisma - Revision history

VectorGraphics at 08:06, 16 April 2025

2025-04-16T08:06:38Z

← Older revision		Revision as of 08:06, 16 April 2025
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	"Kleisma" is a term with several related uses in music theory, to refer to intervals ~~of a certain size~~ or ~~that have~~ a certain function.{{Wikipedia}}		"Kleisma" is a term with several related uses in music theory, to refer to small comma-sized intervals or intervals with a certain function in a scale.{{Wikipedia}}
	The '''kleisma''' most commonly refers to:		The '''kleisma''' most commonly refers to:
	* The interval [[15625/15552]];		* The interval [[15625/15552]];

VectorGraphics at 08:06, 16 April 2025

2025-04-16T08:06:18Z

← Older revision		Revision as of 08:06, 16 April 2025
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	{{Wikipedia}}		"Kleisma" is a term with several related uses in music theory, to refer to intervals of a certain size or that have a certain function.{{Wikipedia}}
	The '''kleisma''' most commonly refers to:		The '''kleisma''' most commonly refers to:
	* The interval [[15625/15552]];		* The interval [[15625/15552]];

FloraC: Undo revision 192281 by VectorGraphics (talk). Sense 3 of the term has nothing to do with the size. diesis is also extremely unclear here

2025-04-15T21:00:59Z

Undo revision 192281 by VectorGraphics (talk). Sense 3 of the term has nothing to do with the size. *diesis* is also extremely unclear here

← Older revision		Revision as of 21:00, 15 April 2025
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	~~A '''kleisma''' is a kind of small [[comma]] or diesis.~~{{Wikipedia}}		{{Wikipedia}}
	The kleisma most commonly refers to:		The '''kleisma''' most commonly refers to:
	* The interval [[15625/15552]];		* The interval [[15625/15552]];
	* By extension, a melodic unit of about the size of 15625/15552 (≈ 8.1{{cent}}). See [[Kleisma (interval region)]];		* By extension, a melodic unit of about the size of 15625/15552 (≈ 8.1{{cent}}). See [[Kleisma (interval region)]];

VectorGraphics at 19:23, 15 April 2025

2025-04-15T19:23:21Z

← Older revision		Revision as of 19:23, 15 April 2025
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	{{Wikipedia}}		A '''kleisma''' is a kind of small [[comma]] or diesis.{{Wikipedia}}
	The ~~'''~~kleisma~~'''~~ most commonly refers to:		The kleisma most commonly refers to:
	* The interval [[15625/15552]];		* The interval [[15625/15552]];
	* By extension, a melodic unit of about the size of 15625/15552 (≈ 8.1{{cent}}). See [[Kleisma (interval region)]];		* By extension, a melodic unit of about the size of 15625/15552 (≈ 8.1{{cent}}). See [[Kleisma (interval region)]];

FloraC: Split the interval region sense to a separate page

2025-03-14T11:27:05Z

Split the interval region sense to a separate page

@@ Line 1: / Line 1: @@
-{{Infobox interval region
+{{Wikipedia}}
-|Name=Kleisma
+The '''kleisma''' most commonly refers to:
-|Cents lower=6
+* The interval [[15625/15552]];
-|Cents upper=9
+* By extension, a melodic unit of about the size of 15625/15552 (≈ 8.1{{cent}}). See [[Kleisma (interval region)]];
-|JI intervals=15625/15552, 243/242, 225/224, 1029/1024, 16875/16807, 65536/65219
+* In scale theory, the difference between a [[chroma]] and a [[Diesis (scale theory)|diesis]], more precisely a '''moskleisma''', as used in [[extended meantone notation]].
-As an interval region, the kleisma is significant as it is a limit of intonational fidelity when playing on some physical instruments. That is, on free-pitch instruments, there is a level of precision to which one can be expected to play a note or interval "correctly": that level of precision is the kleisma. Another significance is that a lot of commas are about 3-4 kleismas in size.
+{{Disambiguation}}

VectorGraphics at 09:26, 14 March 2025

2025-03-14T09:26:13Z

← Older revision		Revision as of 09:26, 14 March 2025
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	\|Cents lower=6		\|Cents lower=6
	\|Cents upper=9		\|Cents upper=9
	\|JI intervals=15625/15552, 225/224, 1029/1024, 16875/16807, 65536/65219		\|JI intervals=15625/15552, 243/242, 225/224, 1029/1024, 16875/16807, 65536/65219
	\|Lower region=[[Unnoticeable comma]]		\|Lower region=[[Unnoticeable comma]]
	\|Superregions=[[Small comma]] <br> [[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]		\|Superregions=[[Small comma]] <br> [[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]

VectorGraphics at 07:29, 14 March 2025

2025-03-14T07:29:23Z

← Older revision		Revision as of 07:29, 14 March 2025
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	\|JI intervals=15625/15552, 225/224, 1029/1024, 16875/16807, 65536/65219		\|JI intervals=15625/15552, 225/224, 1029/1024, 16875/16807, 65536/65219
	\|Lower region=[[Unnoticeable comma]]		\|Lower region=[[Unnoticeable comma]]
	\|Superregions=[[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]		\|Superregions=[[Small comma]] <br> [[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]
	\|Higher region=[[Small comma]]}}{{Wikipedia}}		\|Higher region=[[Small comma]]}}{{Wikipedia}}
	A '''kleisma''' is an interval of about 8.1 cents, roughly the size of the interval [[15625/15552]], which is called a kleisma in just intonation.		A '''kleisma''' is an interval of about 8.1 cents, roughly the size of the interval [[15625/15552]], which is called a kleisma in just intonation.

VectorGraphics at 07:29, 14 March 2025

2025-03-14T07:29:02Z

← Older revision		Revision as of 07:29, 14 March 2025
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	\|Superregions=[[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]		\|Superregions=[[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]
	\|Higher region=[[Small comma]]}}{{Wikipedia}}		\|Higher region=[[Small comma]]}}{{Wikipedia}}
	A '''kleisma''' is an interval of about 8.1 cents, roughly the size of the interval [[15625/15552]], which is called a kleisma in just intonation.\		A '''kleisma''' is an interval of about 8.1 cents, roughly the size of the interval [[15625/15552]], which is called a kleisma in just intonation.

	As an interval region, the kleisma is significant as it is a limit of intonational fidelity when playing on some physical instruments. That is, on free-pitch instruments, there is a level of precision to which one can be expected to play a note or interval "correctly": that level of precision is the kleisma.		As an interval region, the kleisma is significant as it is a limit of intonational fidelity when playing on some physical instruments. That is, on free-pitch instruments, there is a level of precision to which one can be expected to play a note or interval "correctly": that level of precision is the kleisma. Another significance is that a lot of commas are about 3-4 kleismas in size.

	Kleismas belong to the larger interval region of [[Comma (interval region)\|commas]], which are part of the [[Comma and diesis\|"comma and diesis"]] category.		Kleismas belong to the larger interval region of [[Comma (interval region)\|commas]], which are part of the [[Comma and diesis\|"comma and diesis"]] category.

VectorGraphics at 07:16, 14 March 2025

2025-03-14T07:16:17Z

← Older revision		Revision as of 07:16, 14 March 2025
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	\|Cents lower=6		\|Cents lower=6
	\|Cents upper=9		\|Cents upper=9
	\|JI intervals=15625/15552, 225/224		\|JI intervals=15625/15552, 225/224, 1029/1024, 16875/16807, 65536/65219
	\|Lower region=[[Unnoticeable comma]]		\|Lower region=[[Unnoticeable comma]]
	\|Superregions=[[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]		\|Superregions=[[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]

VectorGraphics at 07:14, 14 March 2025

2025-03-14T07:14:59Z

← Older revision		Revision as of 07:14, 14 March 2025
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	{{~~Wikipedia}}~~		{{Infobox interval region
	~~The '''kleisma''' most commonly refers to:~~		\|Name=Kleisma
	* The interval [[15625/15552]];		\|Cents lower=6
	* By extension, a melodic unit of about the size of 15625/15552 (~~≈ 8.1{{cent}}~~).		\|Cents upper=9
	** In [[~~sagittal notation~~]]~~, it is defined specifically as between half of the 200-comma ({{monzo~~\| ~~317 -200 }}) and half of the~~ [[~~Pythagorean~~ comma]] ({{~~monzo\| -19 12~~ }});		\|JI intervals=15625/15552, 225/224
	* In scale theory, the difference between a [[chroma]] and a [[Diesis (scale theory)\|diesis]], more precisely a '''~~moskleisma~~''', ~~as used in~~ [[~~extended meantone notation~~]].		\|Lower region=[[Unnoticeable comma]]
			\|Superregions=[[Comma (interval region)\|Comma]] <br> [[Comma and diesis]]
			\|Higher region=[[Small comma]]}}{{Wikipedia}}
			A '''kleisma''' is an interval of about 8.1 cents, roughly the size of the interval [[15625/15552]], which is called a kleisma in just intonation.\

	{{Disambiguation}}		As an interval region, the kleisma is significant as it is a limit of intonational fidelity when playing on some physical instruments. That is, on free-pitch instruments, there is a level of precision to which one can be expected to play a note or interval "correctly": that level of precision is the kleisma.

			Kleismas belong to the larger interval region of [[Comma (interval region)\|commas]], which are part of the [[Comma and diesis\|"comma and diesis"]] category.

			== Other definitions ==

			* In [[sagittal notation]], it is defined specifically as between half of the 200-comma ({{monzo\| 317 -200 }}) and half of the [[Pythagorean comma]] ({{monzo\| -19 12 }});
			* In scale theory, the difference between a [[chroma]] and a [[Diesis (scale theory)\|diesis]] is called a kleisma, or more precisely a '''moskleisma''', as used in [[extended meantone notation]].




			{{Disambiguation}}{{Navbox intervals}}

Kleisma - Revision history

VectorGraphics at 08:06, 16 April 2025

VectorGraphics at 08:06, 16 April 2025

FloraC: Undo revision 192281 by VectorGraphics (talk). Sense 3 of the term has nothing to do with the size. *diesis* is also extremely unclear here

VectorGraphics at 19:23, 15 April 2025

FloraC: Split the interval region sense to a separate page

VectorGraphics at 09:26, 14 March 2025

VectorGraphics at 07:29, 14 March 2025

VectorGraphics at 07:29, 14 March 2025

VectorGraphics at 07:16, 14 March 2025

VectorGraphics at 07:14, 14 March 2025

FloraC: Undo revision 192281 by VectorGraphics (talk). Sense 3 of the term has nothing to do with the size. diesis is also extremely unclear here