Search Results An = (572.01004) cf. eg {\it U. Libbrecht}, Chinese mathematics in the thirteenthcentury, The shushu chiu-chang of Ch in chiu-shao. (1973; Zbl http://www.emis.de/cgi-bin/MATH-item?572.01004
Chinesischer Restsatz in chiu-shao aus dem Jahr 1247 lautet http://www.academicus.ch/de/chinesischer_restsatz.html
Extractions: Hauptseite Edit this page Eine simultane Kongruenz ist ein System von linearen Kongruenzen für die alle x bestimmt werden sollen, die sämtliche Kongruenzen gleichzeitig lösen (mod ist die modulo -Funktion). Es kann aber auch keine Lösung geben. Die Originalform des Chinesischen Restsatzes aus einem Buch des chinesischen Mathematikers Ch'in Chiu-Shao aus dem Jahr lautet: Seien m , ..., m n paarweise teilerfremde positive ganze Zahlen, dann existiert für alle gegebenen ganzen Zahlen a , ..., a n genau eine x modulo m m m ...m n , das die obige simultane Kongruenz erfüllt. Für jedes i sind die Ganzzahlen n i und M i teilerfremd, daher gibt es auch stets ein y i , sodass gilt: Diese Kongruenz lässt sich lösen (siehe lineare Kongruenz). Das gesuchte x ist nun: ZumWikipedia-Artikel Impressum Sitemap Sitemap all
Tommy Chin Chiu Tan - ResearchIndex Document Query Remainder Theorem, and the Circle of Fifths and the general case was stated and provedby Ch in chiushao in 1247 AD Two integers are called Chinese remainder http://citeseer.ist.psu.edu/cis?q=Tommy Chin-Chiu Tan
Curriculum Vitae Kyoto, August 1974), XVIth Congress (Bucarest, August 1981), XVIIIth Congress (Berkeley,August 1985), International Conference on Ch in chiushao (history of http://ccat.sas.upenn.edu/~nsivin/curr.html
Extractions: Curriculum Vitae Nathan Sivin Professor of Chinese Culture and of the History of Science Room 364, Logan Hall, University of Pennsylvania Philadelphia, Pennsylvania 19104-6304 Email: nsivin@sas.upenn.edu U.S.A. Web site: http://ccat.sas.upenn.edu/~nsivin/ 8125 Roanoke Street (215) 898-7454 or 898-8400 Philadelphia, Pennsylvania 19118-3949, U.S.A. Fax (215) 573-2231 Born 11 May 1931, married to Carole Sivin (215) CH2-1596 For additional personal information see Who's Who in America Education Experimental 18-month course in Chinese, U. S. Army Language School, 1954-1956. S.B. in Humanities and Science (Chemistry minor), M.I.T., June 1958. M.A. in History of Science, Harvard University, June 1960. Ph. D. in History of Science, Harvard University, January 1966. M. A. (Hon.), University of Pennsylvania, October 1978. Study Abroad Taipei, Taiwan (Chinese language and philosophy), October 1961 - August 1962, December 1974. Singapore (Visiting Lecturer, History of Chinese alchemy), August 1962 - March 1963. Kyoto (Visiting Professor, Research Institute of Humanistic Studies, History of Chinese astronomy, alchemy, and medicine), September 1967-September 1968; September 1971-September 1972; June-November 1974; September 1979-February 1980, various shorter stays after 1980.
Seznam Matematiků 1933 1996); Shiing-shen Chern (Ríjen 26,1911 -); Alexey Chervonenkis(Rusko); Ch in chiu-shao (Cína, 1200s); Sarvadaman Chowla http://wikipedia.infostar.cz/l/li/list_of_mathematicians.html
Some Number Theory This theorem may have been known to the eightcentury Buddhist monk I-Hsing, andcertainly appears in Ch in chiu-shao s Mathematical Treatise in Nine Sections http://www.math.sunysb.edu/~scott/Book331/Some_Number_Theory.html
Extractions: Some Number Theory Most public key systems rely on number-theoretic results. Before we can discuss the implementation of one, we need to quickly go over the necessary background. We have already used a tiny amount of number theory (in our discussion of computing mod p and of the greatest common divisor). Of course, this must be done briefly, and we will only touch on a small part of a large and ancient field the interested reader would do well to consult a text on number theory (e.g. [ NZM Ros ]) for more information. We have already met the greatest common divisor, or gcd, which is the largest integer which divides both of a pair of numbers. Two numbers are said to be relatively prime if their greatest common divisor is 1. As we have already seen, finding two relatively prime numbers has important applications in many cryptosystems. How can we determine the gcd of two numbers? If the numbers are not too large, just looking at their factors does the trick. For example
Bette Veteto's Math Resources BC; Arithmetic in Nine Sections, Math Book about 100 BC with SampleProblems; Horner s Method, Ch in chiushao 1247 AD; Early Pascal s http://www.cabrillo.edu/~mladdon/VetetoMathResources.html
Extractions: Eqyptian Map Empirical or Inductive Mathematics Surveying Engineering, Great Sphinx, Temples, ... Beginnings of Algebra Commerce Agriculture Egyptian Farmer on Clay Tablet Calendar Clocks (Picture of Water Clock) More on Ancient Clocks ... Sundials and Water Clocks Weights and Measures Taxes Mensuration Early Uses of Zero Prime Numbers, Seive of Erastosthenes Erastosthenes, The Librarian at Alexandria Early Numeral Systems Decimal Sexagesimal Simple Arithmetic Practical Geometry Chief Primary Sources Rhind Papyrus 1650 B.C.
Jingde Cheng's Home Page The Ada Joint Program Office (AJPO) FAQ. Great Scientists Aristotle; Euclidof Alexandria; Tsu Ch ung Chi; Ch in chiushao; Yang Hui; Sir Isaac Newton; http://www.aise.ics.saitama-u.ac.jp/~cheng/links.html
Qin Jiushao -- Britannica Concise Encyclopedia Online Article More from Britannica on Qin Jiushao 39 Encyclopædia Britannica articles, fromthe full 32 volume encyclopedia. , Ch in chiushao Chinese mathematician who http://concise.britannica.com/ebc/article?eu=420158
Matemático - Wikipedia En Español Ch in chiu-shao (China, 1200s); Sarvadaman Chowla (India,1907 - 1995); Fan Chung (Taiwan, Estados Unidos, 1949 - ); Alonzo http://es.wikipedia.org/wiki/Matemático
Re [math-learn] Natural Numbers By Jpleroy In 1247 the Chinese mathematician Ch in chiushao wrote Mathematicaltreatise in nine sections which uses the symbol O for zero. http://mathforum.org/epigone/math-learn/tilkhaubox/BA7F6BA7.150E%jpleroy2@shaw.c
Encyclopedia: List Of Mathematicians 19, 1996); Shiingshen Chern (October 26,1911 - ); Alexey Chervonenkis(Russia); Ch in chiu-shao (China, 1200s); Sarvadaman Chowla (India http://www.nationmaster.com/encyclopedia/List-of-mathematicians
Extractions: several. Compare All Top 5 Top 10 Top 20 Top 100 Bottom 100 Bottom 20 Bottom 10 Bottom 5 All (desc) in category: Select Category Agriculture Crime Currency Democracy Economy Education Energy Environment Food Geography Government Health Identification Immigration Internet Labor Language Manufacturing Media Military Mortality People Religion Sports Taxation Transportation Welfare with statistic: view: Correlations Printable graph / table Pie chart Scatterplot with ... * Asterisk means graphable.
Matematici Celebri - Wikipedia Ch in chiu-shao(Cina, 1200s); Sarvadaman Chowla (India, 1907 - 1995); Elwin http://it.wikipedia.org/wiki/Matematici_celebri
Extractions: Elenco in ordine alfabetico delle maggiori personalit della matematica disponibile anche un elenco di matematici celebri in ordine cronologico A B C ... modifica modifica modifica Caccioppoli, Renato Napoli Napoli Cafiero, Federico ... Giovanni Domenico Cassini (Jean-Dominic) ( Perinaldo Genova Parigi Francia ... Pafnuty Lvovich Chebyshev (i.e. Tschebyschow) ( Russia Chen Jingrun Mainland Cina ... Chisini, Oscar
Mathematic Historic Style % % This File Is Based On A Table Of ChiTsuChung}{{\sc Chi Tsu Ch ung}\footnote{{\sc Chi Tsu Ch ung}, \born \circa 430,\died 501} } \newcommand{\ChinChiuShao}{{\sc Ch in chiushao}\footnote{{\sc http://www.tug.org/tex-archive/macros/latex/contrib/mhs/mhs.sty
4Reference || 1247 Ch in chiushao publishes the original form of the Chinese remainder theorem.Pope Innocent IV sends missionaries to attempt to convert the Mongols. http://www.4reference.net/encyclopedias/wikipedia/1247.html
Extractions: Front Page Encyclopedias Dictionaries Almanacs ... Decades Years: Events *The Romanesque architecture cathedral of St. Pierre is begun in Beauvais. Births *Possible birthdate of Zhang Sanfeng , a semi-mythical Taoist master Deaths Monarchs/Presidents This article courtesy of Wikipedia . This article is licensed under the GNU Free Documentation License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license. GFDL:
List Of Mathematicians March 19, 1996); Shiingshen Chern (October 26,1911 - ); Alexey Chervonenkis(Russia); Ch in chiu-shao (China, 1200s); Sarvadaman Chowla http://www.sciencedaily.com/encyclopedia/list_of_mathematicians
Extractions: Front Page Today's Digest Week in Review Email Updates ... Outdoor Living Main Page See live article The famous mathematicians are listed below in English alphabetical transliteration order (by surname Table of contents: A B C D ... Z Abu'l-Wafa (Iran, Asger H. Aaboe Niels Henrik Abel (Norway, Ralph H. Abraham (USA, University of California, Santa Cruz John Couch Adams Petrus Apianus Cahit Arf (Turkey, Jean-Robert Argand (France, Yoriyuki Arima (Japan, Vladimir Igorevich Arnol'd Wilhelm Ackermann (Germany, Maria Gaetana Agnesi (Italy, Lars Valerian Ahlfors , (Finland, Ahmes , (Egypt, roughly around 17th century BC Jean le Rond d'Alembert (France
SmartPedia.com - Free Online Encyclopedia - Encyclopedia Books. The original form of the theorem, contained in a book by the Chinese mathematicianCh in chiushao (http//www-gap.dcs.st-and.ac.uk/~history/Mathematicians http://www.smartpedia.com/smart/browse/Chinese_remainder_theorem
Extractions: 4 External links The original form of the theorem, contained in a book by the Chinese mathematician Ch'in Chiu-Shao http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Qin_Jiushao.html published in , is a statement about simultaneous congruences (see modular arithmetic ). Suppose n n k are positive integers which are pairwise coprime (meaning gcd n i n j ) = 1 whenever i j ). Then, for any given integers a a k , there exists an integer x solving the system of simultaneous congruences Furthermore, all solutions x to this system are congruent modulo the product n n n k A solution x can be found as follows. For each
Extractions: ENCYCLOPEDIA U com Lists of articles by category ... SEARCH : List of people by name A B C D E F G ... Ce - Cf - Cg - Ch Ci - Cj - Ck - Cl - Cm - Cn - Co - Cp - Cq - Cr Cs - Ct - Cu Cv - Cw - Cx - Cy 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 Chaliapine, Feodor, (born 1873), Russian author Chaliapin, Feodor, (1873-1938), operatic bass
