Sulbasutrisma - Revision history

BudjarnLambeth: Mathematical interest

2025-08-10T22:30:03Z

Mathematical interest

← Older revision		Revision as of 22:30, 10 August 2025
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	{{~~Niche~~}}		{{Mathematical interest}}
	{{Infobox interval		{{Infobox interval
	\| Ratio = 332929/332928		\| Ratio = 332929/332928

Xenllium at 01:51, 5 July 2025

2025-07-05T01:51:55Z

← Older revision		Revision as of 01:51, 5 July 2025
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	{{Niche}}		{{Niche}}
	{{Infobox ~~Interval~~		{{Infobox interval
	\| Ratio = 332929/332928		\| Ratio = 332929/332928
	\| Name = ~~Sulbasutrisma~~		\| Name = sulbasutrisma
	\| Color name = ~~TBD~~		\| Color name = 577oo17uu-2
	\| Comma = yes		\| Comma = yes
	}}		}}
	'''332929/332928''', the '''~~Sulbasutrisma~~''', is an [[unnoticeable comma\|unnoticeable]] 2.3.17.577-subgroup [[comma]] which is the difference between 577/408 and its [[octave complement]] 816/577. It is also the difference between a stack of twice [[577/576]] and [[289/288]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].		'''332929/332928''', the '''sulbasutrisma''' is an [[unnoticeable comma\|unnoticeable]] 2.3.17.577-subgroup [[comma]] which is the difference between 577/408 and its [[octave complement]] 816/577. It is also the difference between a stack of twice [[577/576]] and [[289/288]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].

	== Etymology ==		== Etymology ==

Lériendil: changed novelty to niche

2025-03-21T21:54:02Z

changed novelty to niche

← Older revision		Revision as of 21:54, 21 March 2025
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	{{~~Novelty~~}}		{{Niche}}
	{{Infobox Interval		{{Infobox Interval
	\| Ratio = 332929/332928		\| Ratio = 332929/332928

BudjarnLambeth at 03:06, 16 November 2024

2024-11-16T03:06:08Z

← Older revision		Revision as of 03:06, 16 November 2024
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	== Etymology ==		== Etymology ==
	This comma was named by [[User:2^67-1\|Cole]] in 2024 after the {{w\|Shulba Sutras\|''Sulba Sutra''}}, a classical Indian mathematical text from the third or fourth century BC that first mentioned this accurate approximation to the square root of two.		This comma was named by [[User:2^67-1\|Cole]] in 2024 after the {{w\|Shulba Sutras\|''Sulba Sutra''}}, a classical Indian mathematical text from the third or fourth century BC that first mentioned this accurate approximation to the square root of two.

			[[Category:Commas referencing a famous use of a number]]

FloraC: +links and provide a more relevant ref point

2024-07-26T03:56:40Z

+links and provide a more relevant ref point

← Older revision		Revision as of 03:56, 26 July 2024
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	\| Comma = yes		\| Comma = yes
	}}		}}
	'''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577 subgroup ~~ratio~~ which is the difference between 577/408 and its octave complement 816/577. It is also the difference between a stack of twice [[577/576]] and [[289/288]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].		'''332929/332928''', the '''Sulbasutrisma''', is an [[unnoticeable comma\|unnoticeable]] 2.3.17.577-subgroup [[comma]] which is the difference between 577/408 and its [[octave complement]] 816/577. It is also the difference between a stack of twice [[577/576]] and [[289/288]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].

	== Etymology ==		== Etymology ==
	This comma was named by [[User:2^67-1\|Cole]] in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC~~<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref>~~ that first mentioned this accurate approximation to the square root of two.		This comma was named by [[User:2^67-1\|Cole]] in 2024 after the {{w\|Shulba Sutras\|''Sulba Sutra''}}, a classical Indian mathematical text from the third or fourth century BC that first mentioned this accurate approximation to the square root of two.

Lériendil at 00:49, 26 July 2024

2024-07-26T00:49:56Z

← Older revision		Revision as of 00:49, 26 July 2024
Line 9:		Line 9:

	== Etymology ==		== Etymology ==
	This comma was named by Cole in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.		This comma was named by [[User:2^67-1\|Cole]] in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.

Lériendil at 19:18, 25 July 2024

2024-07-25T19:18:52Z

← Older revision		Revision as of 19:18, 25 July 2024
Line 6:		Line 6:
	\| Comma = yes		\| Comma = yes
	}}		}}
	'''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577 subgroup ratio which is the difference between 577/408 and its octave complement 816/577. It is also the difference between [[~~289~~/~~288~~]] and ~~a stack of twice~~ [[~~577~~/~~576~~]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].		'''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577 subgroup ratio which is the difference between 577/408 and its octave complement 816/577. It is also the difference between a stack of twice [[577/576]] and [[289/288]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].

	== Etymology ==		== Etymology ==
	This comma was named by Cole in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.		This comma was named by Cole in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.

Lériendil at 19:18, 25 July 2024

2024-07-25T19:18:35Z

← Older revision		Revision as of 19:18, 25 July 2024
Line 6:		Line 6:
	\| Comma = yes		\| Comma = yes
	}}		}}
	'''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577 subgroup ratio which is the difference between 577/408 and its octave complement 816/577. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].		'''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577 subgroup ratio which is the difference between 577/408 and its octave complement 816/577. It is also the difference between [[289/288]] and a stack of twice [[577/576]]. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].

	== Etymology ==		== Etymology ==
	This comma was named by Cole in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.		This comma was named by Cole in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.

Lériendil: Lériendil moved page 332929/332928 to Sulbasutrisma

2024-07-25T19:16:56Z

Lériendil moved page 332929/332928 to Sulbasutrisma

← Older revision	Revision as of 19:16, 25 July 2024
(No difference)

Lériendil: Created page with "{{Novelty}} {{Infobox Interval | Ratio = 332929/332928 | Name = Sulbasutrisma | Color name = TBD | Comma = yes }} '''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577..."

2024-07-25T19:16:38Z

Created page with "{{Novelty}} {{Infobox Interval | Ratio = 332929/332928 | Name = Sulbasutrisma | Color name = TBD | Comma = yes }} '''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577..."

New page

{{Novelty}}
{{Infobox Interval
| Ratio = 332929/332928
| Name = Sulbasutrisma
| Color name = TBD
| Comma = yes
}}
'''332929/332928''', the '''Sulbasutrisma''', is a 2.3.17.577 subgroup ratio which is the difference between 577/408 and its octave complement 816/577. As 577/408 is a convergent to sqrt(2), like [[3/2]], [[7/5]], [[17/12]], [[41/29]], [[99/70]], and 239/169, the comma separating the two is [[superparticular]].

== Etymology ==
This comma was named by Cole in 2024 after the ''Sulba Sutra'', a classical Indian mathematical text from the third or fourth century BC<ref>https://en.wikipedia.org/wiki/Pell_number#cite_ref-3</ref> that first mentioned this accurate approximation to the square root of two.