Ch'in Chiu-Shao - Factbites

Ch'in Chiu-Shao - Factbites
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Topic: Ch'in Chiu-Shao

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	A Bibliography of Materials Pertaining to the Kuo-tien and Shanghai Museum Manuscripts
		CH'ENG Fu-wang 成復旺. “ Hsing tzu ming ch'u chien-lun” 《性自命出》簡論. [Allan and Williams, 259, claim that this article is in Tao-chia wen-hua yen-chiu 17, but that is an error. I have never seen this title.]
		CH'ENG Shui-chin 程水金. “Kuo-tien chien-shu Lao-tzu te hsing-chih chi-ch'i hsüeh-shu ting-wei” 郭店簡書《老子》的性質及其學術定位.
		CH'ENG I-fan 程一凡. “Mo-Meng chih chien: Hsing-shan shuo te yün-niang” 墨孟之間：性善說的蘊釀.
	www.lib.uchicago.edu /earlychina/res/bib/manuscripts_bib.html

	Encyclopedia Mythica: Conversion chart
		Pinyin Wade-Giles Ji Chi Jia Chia Jian Chien Jiang Chiang Jiao Chiao Jie Chieh Jin Chin Jing Ching Jiong Chiung Jiu Chiu Ju Chü Juan Chüan Jue Chüeh Jun Chün
		Pinyin Wade-Giles Pa P'a Pai P'ai Pan P'an Pang P'ang Pao P'ao Pei P'ei Pen P'en Peng P'eng Pi P'i Pian P'ien Piao P'iao Pie P'ieh Pin P'in Ping P'ing Po P'o Pou P'ou Pu P'u
		Pinyin Wade-Giles Ka K'a Kai K'ai Kan K'an Kang K'ang Kao K'ao Ke K'e Ken K'en Keng K'eng Kong K'ung Kou K'ou Ku K'u Kua K'ua Kuai K'uai Kuan K'uan Kuang K'uang Kui K'uei Kun K'un Kuo K'uo
	www.pantheon.org /miscellaneous/conversion_chart.html

	Bibliographies
		Chung-kuo chin hsien tai shih shih liao chieh shao y� yen chiu ts’ung shu.
		Ch’eng, Han-ch ang, Mei-hsiu Wang, and Shih Ho.
		These 20,000 entries are arranged by subject according to the standard PRC historical categories.
	orpheus.ucsd.edu /chinesehistory/bibliographies.htm

	A Bibliography of Materials Pertaining to the Kuo-tien and Shanghai Museum Manuscripts
		CH'AO Fu-lin. “Shang-po chien ‘Kan-t'ang' chih lun yü Shao-kung Shih shih-shih t'an-hsi—Fu-lun Shang-shu ‘Shao-kao' te hsing-chih” 上博簡《甘棠》之論與召公奭史事探析 — 附論《尚書・召誥》的性質. Nan-tu hsüeh-t'an 南都學壇 2003.5: 19-25.
		Chung-kuo che-hsüeh te ch'üan-shih yü fa-chan—Chang Tai-nien hsien-sheng chiu-shih shou-ch'ing chi-nien lun-wen-chi 中國哲學的詮釋與發展 — 張岱年先生九十壽慶紀念論文集. Peking: Peking University Press, 1999.
		CH'EN Chien. “Shang-po chien Tzu-kao, Ts'ung-cheng p'ien te chu-chien p'in-ho yü pien-lien wen-t'i hsiao-i” 上博簡《子羔》、《從政》篇的竹簡拼合與編連問題小議. Wen-wu 2003.5: 56-59, 64.
	www.lib.uchicago.edu /earlychina/res/bib/manuscripts_bib.html

	References for Qin_Jiushao
		Chien Pao-tsung, The research of Chin Chiu-shao on the book Nine chapters of mathematics, in Discourses on the history of mathematics of the Sung and Yuan period (Peking 1966).
		U Libbrecht, Chinese mathematics in the thirteenth century : the Shu-shu chiu-chang of Ch'in Chiu-shao (Cambridge, Mass., 1973).
		Y Mikami, The development of mathematics in China and Japan (Leipzig-New York, 1913), 63-78.
	www-history.mcs.st-and.ac.uk /Printref/Qin_Jiushao.html

	Qin Jiushao Qing Dynasty Qin Dynasty Qin Shi Huangdi
		Qin Jiushao (秦&— 1261), also known as "Ch'in Chiu-Shao", was a Chinese mathematician.
		Qin Shi Huangdi Qin Shi Huang (November or December 260 BC September 10, 210 BC), personal name Zheng was king of the Chinese State of Qin from 247 BC to 221 BC, and then the first emperor of a unified China from 221 BC to 210 BC, ruling under the name First Emperor.
		Qin Dynasty The Qin Dynasty or Ch'in Dynasty ( Wade-Giles) ( 221 BC 207/ 206 BC) preceded by the Zhou Dynasty and followed by the Han Dynasty in China.
	www.masterliness.com /a/Qin.Jiushao.htm

	Reading List on History of Special Topics in Mathematics
		Ulrich Libbrecht, Chinese Mathematics in the Thirteenth Century: The Shu-shu chiu-chang of Ch'in Chiu- shao (Cambridge: MIT Press, 1973)
		Edward Grant and John E. Murdoch, eds., Mathematics and Its Applications to Science and Natural Philosophy in the Middle Ages: Essays in honor of Marshall Clagett (Cambridge: Cambridge University Press, 1987)
		George Gheverghese Joseph, The Crest of the Peacock: Non-European Roots of Mathematics (
	www.dean.usma.edu /math/people/rickey/hm/mini/katz-biblio.htm

	Shaolin History
		Last of all, an Imperial gift of such a stone tablet jibes with the fact that this early T'ang emperor thought highly enough of this monastery to restore its former name of Shao-lin.
		It seems there had been a belief popular during the Ch'ing dynasty that there was an old monastery of over a thousand year's antiquity in the Chiu-lien-shan.
		To the right side of the monastery there is an old relic called mien-pi-shih or 'the gazing rock,' and to the left of the monastery is another relic of old called the mien-pi-an or 'the gazing hut,' both of which are sacred relics where Bodhidharma sat and gazed for nine years.
	www.angelfire.com /gundam/manji/page2.html

	SELECTED, ANNOTATED BIBLIOGRAPHY OF
		The Shu-shu chiu-chang of Ch�in Chiu-shao (MIT East Asian Science Series, 1).
		Science across Cultures: An Annotated Bibliography of Books on Non-Western Science, Technology, and Medicine.
		Recherches sur l�oeuvre mathématique de Mei Wending (1633-1721).
	ccat.sas.upenn.edu /~nsivin/nakbib.html

	Numerals, Numeration, and Numerical Notation Bibliography
		Chinese Mathematics in the Thirteenth Century: the Shu-shu chiu-chang of Ch'in, Chiu-shao.
		The influence of abaci on Chinese and Japanese mathematics.
		Joseph, G.G. The Crest of the Peacock: Non-European Roots of Mathematics.
	phrontistery.info /nnsbib.html

	Reading List on History of Special Topics in Mathematics
		Ulrich Libbrecht, Chinese Mathematics in the Thirteenth Century: The Shu-shu chiu-chang of Ch'in Chiu-shao (Cambridge: MIT Press, 1973)
		Edward Grant and John E. Murdoch, eds., Mathematics and Its Applications to Science and Natural Philosophy in the Middle Ages: Essays in honor of Marshall Clagett (Cambridge: Cambridge University Press, 1987)
		Reading List on History of Special Topics in Mathematics
	www.dean.usma.edu /math/people/rickey/hm/mini/bib-katz.html (618 words)

	nakbib.html
		The Shu-shu chiu-chang of Ch’in Chiu-shao (MIT East Asian Science Series, 1).
		Useful mainly as documentation of the state of science and technology in 1977-1978, the first stage of the transition between the Cultural Revolution and the modernization of the 1980’s.
		Wylie (1815-1887) was a polymathic missionary who wrote on topics in technology, mathematics, and science that have not been freshly studied since.
	ccat.sas.upenn.edu /~nsivin/nakbib.html (618 words)

	Numerals, Numeration, and Numerical Notation Bibliography
		Chinese Mathematics in the Thirteenth Century: the Shu-shu chiu-chang of Ch'in, Chiu-shao.
		Krippes, Karl A. A Linguistic Enigma, the Altaic Numerals.
		Corbett, G.G. Universals in the syntax of cardinal numerals.
	phrontistery.info /nnsbib.html (8619 words)

	SELECTED, ANNOTATED BIBLIOGRAPHY OF
		The Shu-shu chiu-chang of Ch�in Chiu-shao (MIT East Asian Science Series, 1).
		Science across Cultures: An Annotated Bibliography of Books on Non-Western Science, Technology, and Medicine.
		Argues that science arose only in the West because of its legal concept of corporation, which gave rise to neutral space and free inquiry, concepts integral to modern science.
	www.hist.upenn.edu /~nsivin/nakbib.html (8619 words)

	Numerals, Numeration, and Numerical Notation Bibliography
		Chinese Mathematics in the Thirteenth Century: the Shu-shu chiu-chang of Ch'in, Chiu-shao.
		The influence of abaci on Chinese and Japanese mathematics.
		Joseph, G.G. The Crest of the Peacock: Non-European Roots of Mathematics.
	phrontistery.info /nnsbib.html (8619 words)

	1247 Article, 1247 Information
		Ch'in Chiu-Shao publishes the original form of the Chinese remainder theorem.
		Romford, London, England is chartered as a market town.
		147, century,, iii, 247, becomes, 47, london, 124, reigned, 17, blood, 12, portugal, 127, supposed
	www.anoca.org /th/century/1247.html (205 words)

	Matematici celebri: Tutte le informazioni su Matematici celebri su Encyclopedia.it
		Ch'in Chiu-Shao (Puzhou, Szechwan, Cina, 1202 - Meizhou, Guangtong, Cina 1261)
	www.encyclopedia.it /m/ma/matematici_celebri.html (1397 words)

	Horner scheme - Wikipedia, the free encyclopedia
		Even though it is named after William George Horner, who described the algorithm in 1819, it was already known to Isaac Newton in 1669 and even to the Chinese mathematician Ch'in Chiu-Shao around 1200s.
		In the mathematical subfield of numerical analysis the Horner scheme or Horner algorithm, named after William George Horner, is an algorithm for the efficient evaluation of polynomials in monomial form.
		The Horner scheme can also be viewed as a fast algorithm for dividing a polynomial by a linear polynomial (see Ruffini's rule).
	en.wikipedia.org /wiki/Horner's_rule (1397 words)

	Horner scheme - Wikipedia, the free encyclopedia
		Even though it is named after William George Horner, who described the algorithm in 1819, it was already known to Isaac Newton in 1669 and even to the Chinese mathematician Ch'in Chiu-Shao around 1200s.
		In the mathematical subfield of numerical analysis the Horner scheme or Horner algorithm, named after William George Horner, is an algorithm for the efficient evaluation of polynomials in monomial form.
		The Horner scheme can also be viewed as a fast algorithm for dividing a polynomial by a linear polynomial (see Ruffini's rule).
	en.wikipedia.org /wiki/Horner_scheme (362 words)

	Horner scheme - Wikipedia, the free encyclopedia
		Even though it is named after William George Horner, who described the algorithm in 1819, it was already known to Isaac Newton in 1669 and even to the Chinese mathematician Ch'in Chiu-Shao around 1200s.
		In the mathematical subfield of numerical analysis the Horner scheme or Horner algorithm, named after William George Horner, is an algorithm for the efficient evaluation of polynomials in monomial form.
		The Horner scheme can also be viewed as a fast algorithm for dividing a polynomial by a linear polynomial (see Ruffini's rule).
	en.wikipedia.org /wiki/Horner_scheme (407 words)

	Ch bachmann - Elpunto
		Ceva, Giovanni (296) Ceva, Tommaso (172) Ch'in Chiu-Shao* (2006) Ch'ung Chi Tsu (1392*) Chandrasekhar, Subrah.
	www.elpuntojoven.com /ho-scale/bachmann/ch-bachmann.html (407 words)

	Ch'in Chiu-Shao - Wikipedia, the free encyclopedia
		Ch'in Chiu-Shao (ç§¦ä¹é¶, transcribed Qin Jiushao in pinyin) (ca.
	en.wikipedia.org /wiki/Qin_Jiushao (407 words)

	Qin Jiushao
		Qin Jiushao (秦&; 1261), also known as "Ch'in Chiu-Shao", was a Chinese mathematician.
		He is the first known person to write a version of the Chinese remainder theorem, in 1247.
	www.worldhistory.com /wiki/Q/Qin-Jiushao.htm (407 words)

	Science Fair Projects - Ch'in Chiu-Shao
		Ch'in Chiu-Shao (秦九韶, sometimes transcribed Qin Jiushao) (ca.
		Or else, you can start by choosing any of the categories below.
	www.all-science-fair-projects.com /science_fair_projects_encyclopedia/Ch'in_Chiu-Shao (407 words)

	Qin Jiushao - free-definition
		Qin Jiushao (秦&; 1261), also known as Ch'in Chiu-Shao, was a Chinese mathematician.
	www.free-definition.com /Qin-Jiushao.html (407 words)

	Qin Jiushao - Wikipedia, the free encyclopedia
		Qin Jiushao (秦&; 1261), also known as "Ch'in Chiu-Shao", was a Chinese mathematician.
		He is the first known person to write a version of the Chinese remainder theorem, in 1247.
	www.phatnav.com /wiki/index.php?title=Qin_Jiushao (407 words)

	Qin_Jiushao
		Qin Jiushao, also known as Ch'in Chiu-Shao, was born at the time of the Nan (Southern) Sung dynasty.
		It is recorded that Qin cheated his friend Wu Qian so that he became the owner of some of his land, and also that Qin punished a female member of his household by confining her without food.
		By 1233 Qin was himself the sheriff of a subprefecture in Szechwan province and at this time he was instructed in writing poetry by an official from Chengdu, in central Szechwan province.
	www-gap.dcs.st-and.ac.uk /~history/Mathematicians/Qin_Jiushao.html (407 words)

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