List Of People By Name: Ch - InfoSearchPoint.com rings; chiushao, Ch in, mathematician; Chladni, Ernst, (1756-1827),physicist; Chlebnikov, Velimir, (1885-1922), writer; Chliarenus http://www.infosearchpoint.com/display/List_of_people_by_name:_Ch
Extractions: Home Add to Favourites Make HomePage Categories Business Games Medicine Nutrition and Health ... Shopping From Wikipedia, the free encyclopedia List of people by name A B C D E F G ... Cg Ch Ci Cj Ck Cl ... Cz Chabon, Michael , (born 1964), author of The Amazing Adventures of Kavalier and Clay Wonder Boys Chabrol, Claude , (born 1930), film director Chacon, Bobby , (born 1951), world champion boxer Chacon, Iris , vedette Chads, John Cornell , British Virgin Islands president Chadwick, Florence , British swimmer Chadwick, Henry , (1824-1908), baseball writer and statistician Chadwick, James Chadwick, Paul , US cartoonist of Concrete fame Chadwick, Whitefield , (1854-1931), composer Chaffee, Gary , musician Chaffee, Roger , (1935-1967), US astronaut Chagall, Marc , (1887-1985), painter Chagoyan, Maria Rosa , actress Chaitin, Gregory , computer scientist and mathematician Chakerian, Gulbank Don , mathematician Chakiris, George , (born 1934), actor Chalbaud, Carlos Delgado , Venezuelan president Chaliapin, Feodor , (1873-1938), Russian opera singer, bass Chalifoux, Thelma
Scientists: Math Georg; Cardano, Geronimo; Cartan, Élie Joseph; Cayley, Arthur; Ch inChiushao; Chu Shih-chieh; Chuquet, Nicolas; Dedekind, Julius Wilhelm http://www.infoplease.com/spot/scibio5.html
Chinchilla encyclopediaEncyclopedia chinchilla, chinchil u Pronunciation Key.chinchilla , small burrowing rodent of South America. It lives http://www.factmonster.com/ce6/sci/A0811902.html
Extractions: chinchilla u Pronunciation Key chinchilla , small burrowing rodent of South America. It lives in colonies at high altitudes (up to 15,000 ft/4,270 m) in the Andes of Bolivia, Chile, and Peru. One of the costliest of all furs, its soft gray pelt has been valued since the days of the Inca. The wild chinchilla was nearly exterminated before protective laws were passed. At one time over 200,000 pelts were exported from Chile. Wild chinchilla coats have cost as much as $100,000. Chinchillas are now raised on farms in South America and the United States, and this has resulted in lower prices for the skins, which are still considered among the most valuable. Chinchillas are classified in the phylum Chordata, subphylum Vertebrata, class Mammalia, order Rodentia, family Chinchillidae. The Columbia Electronic Encyclopedia,
RSA Conference 2004 Japan The summary for this Japanese page contains characters that cannot be correctly displayed in this language/character set. http://www.medialive.jp/events/rsa2004/default.html
Elementary Number Theory - Kenneth H. Rosen Chinese Remainder Theorem) Page 144 Biographical information about Ch in ChiuShaocan be found at the MacTutor History of Mathematics Archive at http//www http://www.aw-bc.com/rosen/resourcesc_4.html
Chinese And China Resources. China And Mathematics Includes information about Chung Ch i, Yang Hui, Shen Kua, Ch in ChiuShao, Zhang Heng, Hsien Chung Wang and Chu ShihChien. Development http://www.the-gallery-of-china.com/chinese-math.html
Extractions: your site Tsinghua University, Applied Mathematics Department Information about the department and courses, plus links. In Chinese and English History of Chinese Mathematics An outline of the history of Chinese mathematics, including a chronology of mathematicians and mathematical works Mathematics and Mathematicians in Ancient China Includes information about Chung Ch'i, Yang Hui, Shen Kua, Ch'in Chiu Shao, Zhang Heng, Hsien Chung Wang and Chu Shih-Chien Development of Mathematics in Ancient China Shang numerals, Chinese mathematics texts, the discovery of zero. The art of calculation (suan chu) was both a practical and spiritual one, and covered a wide range of subjects from religion and astronomy to water control and administration Chinese Committees and Societies of Mathematics Includes the National Cheng Kung University, Tainan, Taiwan; Academia Sinica, Institute of Mathematics, Beijing, People's Republic of China; Department of Mathematics, National Tsing Hua University, Hsinchu, Taiwan Matteo Ricci Matteo Ricci, the Jesuit Priest, arrived in China in 1582 and was perhaps responsible for the first interaction between European and Chinese mathematics. Information and relevant links
Liu Hui On The Volume Of A Pyramid - References Mathematics in the Thirteenth Century. The Shushu Chiu-chang of Ch inChiu-shao Cambridge, Mass. (MIT Press) Mikami, Yoshio 1913 http://www.staff.hum.ku.dk/dbwagner/pyramid/Pyramid-Referenc.html
Extractions: Previous page First page Qian Baocong , ed. 1963 Suanjing shi shu [Ten mathematical classics] Beijing Qian Baocong Zhongguo shuxue shi [The history of mathematics in China] Beijing Jin shu [Official history of the Jin dynasty, 7th century A.D.], punct. ed. Beijing Jiuzhang suanshu [Arithmetic in nine chapters, 1st century A.D.] (ed. Qian 1963, 81-258) Dehn, M 1900 Ueber raumgleiche Polyeder Nachrichten von der Klasse Dehn, M 1902 Ueber den Rauminhalt Math. Ann. Erkes, Eduard 1958 Ho-shang- kung's commentary on Lao-tse Ascona Gauss, Carl Friedrich 1900 Werke Leipzig ~ Hilbert, David 1900 Mathematische Probleme (Vortrag, gehalten auf dem Internationalen Mathematikerkongress zu Paris, 1900) Gesammelten Abhandlungen Heshang Gong , ed. Daode jing [The Way and its Power] ( Sibu congkan ed.) Om Polyedres Rumfang (Foredrag holdt i Parentesen den 20/11 1936) Mat. Tidsskrift, A Aarg. 1939, 35-44 Juschkewitsch, A P 1964 Geschichte der Mathematik im Mittelalter translated from Russian by Viktor Ziegler Leipzig Karlgren, Bernhard 1975 Notes on Lao-tse Bulletin of the Museum of Far Eastern Antiguities
Nuova Pagina 1 in Chiu Shao. http://www.matematicamente.it/links/curiosita.htm
Extractions: LINKS: Curiosità varie Forse chi non conosce la matematica la considera una disciplina monotona e poco divertente, ma è ben noto che non è così, anzi... ci sono un'infinità di siti internet che contengono le cose più stravaganti riguardanti la matematica ed i suoi legami con tutte le altre materie scientifiche e non. Cut the Knot (Alexander Bogomolny) http://www.cut-the-knot.org/content.shtml Vastissimo sito su innumerevoli argomenti di matematica ricreativa. Anche se non ottimamente strutturato, vi si può trovare di tutto, dai teoremi più strani alle strategie vincenti di interessanti giochi. Numerosissime sono inoltre le applet java, che rendono ancora più chiari i concetti. Nella presentazione si dice che è stato costruito per rendere piacevole la matematica anche a chi non la ama. Da vedere. Fibonacci Numbers and the Golden Section (Ron Knott) http://www.ee.surrey.ac.uk/Personal/R.Knott/Fibonacci/fib.html Uno splendido sito dedicato ai numeri di Fibonacci ed alla sezione aurea: decine di lunghissime pagine mostrano svariate proprietà della sequenza, impostando il discorso in modo che il visitatore, rispondendo ad alcune domande suggerite, arrivi a comprendere da solo i concetti base, ed anche quelli un po più complicati. Ricco e ben fatto! Aestetic of the prime numbers sequence (Turpel Armand) http://www.2357.a-tu.net/
OnSecurity: February 23, 2004 - February 29, 2004 Archives An Imperial Emblem of Vigilancewas based on the the story of Chin ChiuShaoa Chinese student of calendrical computation and mathematics who guarded China http://iscubed.typepad.com/onsecurity/2004/week9/
Extractions: About Me Main This past Tuesday through Thursday we attended the largest electronic/data security conference, RSA Security . This year's themeThe Guardian of Treasures. An Imperial Emblem of Vigilancewas based on the the story of Châin Chiu-Shao a Chinese student of calendrical computation and mathematics who guarded China from Mongol threats. Overall, the show had a better turnout than last year in terms of attendees and exhibitors. However, booth size and presentations were scaled back compared to previous years. It was interesting to see that predominant themes in terms of messaging included: centralized security management, patch management and comprehensive security solutions. In fact, many companies who had presented point solutions within a single industry evolved this year's presentations to include comprehensive offerings. It's becoming more apparent that security is an area of vulnerability across all industries, and the need for full-scale security solutions is growing. Our partner
Nuova Pagina 4 Translate this page algebrica e quella numerica , il completamento della formula primitiva elaboratanel 1247 dal matematico cinese Chin Chiu Shao e indirettamente va a http://www.edeamicis.com/Web/!!!sto/XX3.htm
Extractions: Il sito riguarda il matematico e violinista cieco Gioacchino Giovarosi e in particolare la sua formula che permette di risolvere tutte le equazioni numeriche di qualunque grado e di qualunque forma ad una o più incognite con un metodo assolutamente generale. Il manoscritto in braille , contenente la formula , è a tuttoggi introvabile ma dalle venti pagine dattiloscritte ritrovate si può intuire e dedurre il valore e la grande importanza di questo metodo. Esso è degno di essere riportato nella Letteratura Matematica in quanto lo si può considerare come lunico e vero metodo generale esistente, per la risoluzione di tutte le equazioni numeriche. La formula di Giovarosi rappresenta inoltre il collegamento ideale tra la risoluzione algebrica e quella numerica , il completamento della formula primitiva elaborata nel 1247 dal matematico cinese Chin Chiu Shao e indirettamente va a mostrare la superiorità della matematica cinese del 1300 sulla relativa matematica occidentale .
SELECTED, ANNOTATED BIBLIOGRAPHY OF 1973. Chinese Mathematics in the Thirteenth Century. The Shushu chiu-chang of Ch inChiu-shao (MIT East Asian Science Series, 1). Cambridge, MA MIT Press. http://ccat.sas.upenn.edu/~nsivin/nakbib.html
Extractions: SELECTED, ANNOTATED BIBLIOGRAPHY OF THE HISTORY OF CHINESE SCIENCE AND MEDICINE SOURCES IN WESTERN LANGUAGES N. Sivin This annotated bibliography covers science and medicine in traditional and modern China. It is organized as follows: HISTORY OF SCIENCE IN IMPERIAL CHINA............................................................... Reference Works.................................................................................................................. General................................................................................................................................. Science and Society............................................................................................................... Science and Philosophy......................................................................................................... Science and Religion.............................................................................................................. The Early Encounter With Europe.......................................................................................... Mathematics and Divination.................................................................................................
