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Arch-y3k Mail [127] Srinivasa Ramanujan (var Re Mer Minnet (
Date PrevDate NextThread PrevThread NextDate IndexThread Indexsrinivasa ramanujan (var Re mer minnet (Re Star Trek og y3k)).
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Extractions: Date Prev Date Next Thread Prev Thread Next ... Thread Index Her er mer info om Srinivasa Ramanujan: http://www.imsc.ernet.in/~rao/ramanujan.html Christian Stigen Larsen http://www.sublevel3.org mob: +4798220215 mer minnet (Re: Star Trek og y3k) Re: mer minnet (Re: Star Trek og y3k) Hovedsiden Mail arkiv: List-view ... Mail arkiv: Thread-view
The New York Review Of Books: Srinivasa Ramanujan By David Levine
David Levine Gallery. srinivasa ramanujan. This drawing originally appeared with In The Jungle of the Infinite (December 5, 1991). Browse the gallery by year
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Extractions: @import "/css/default-b.css"; Home Your account Current issue Archives ... NYR Books Srinivasa Ramanujan This drawing originally appeared with " In The Jungle of the Infinite " (December 5, 1991) Browse the gallery by year: Search the gallery (by subject name or keyword): Home Your account Current issue Archives ... NYR Books with any questions about this site. The cover date of the next issue of The New York Review of Books will be May 1, 2003.
Online Books
srinivasa Aiyangar ramanujan. By Brishti Bandyopadhyay; Illustration by Shiju George.Page 1 0f 1. srinivasa ramanujan was one of India's mathematical geniuses.
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Srinivasa Ramanujam
srinivasa ramanujan was born in a poor Tamil Brahmin family that resided inthe town of Kumbakonam. He attended school there and did averagely well.
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Extractions: S rinivasa Ramanujan was born in a poor Tamil Brahmin family that resided in the town of Kumbakonam. He attended school there and did averagely well. While in school he came across a book entitled A synopsis of elementary results in Pure and Applied Mathematics by George Carr. This book is just a compendium of results on integrals, infinite series and other mathematical entities found in analysis. Yet it left a lasting impression on Ramanujan; in fact it virtually determined his mathematical style. He would later write mathematics as a string of results without proof or with the barest outline of a proof. After school Ramanujan was hooked on mathematics. He spent all his time with his head over a slate working with problems in number theory that interested him and neglected everything else. The result was that he could never get through another examination. An early marriage as was usual at those times led to a frantic search for a job to earn an income. He became a clerk in the Madras Port Trust with the help of some well wishers. In the meantime Ramanujan kept showing his results to various people who he thought would be interested or would help him get a job that would give him a lot of time to do mathematics. He wrote to a couple of well known British mathematicians giving a list of some of the results he had obtained. They ignored him - thought he was a crank! Finally he wrote to one of the most distinguished English mathematicians of the time - a person who had done a lot of work on number theory - G H Hardy. Hardy arranged for Ramanujan to come to Trinity College, Cambridge where he and Ramanujan met almost daily discussing mathematics for about three years. Ramanujan died shortly after at the age of 33.
Bokpris.com - Collected Papers Of Srinivasa Ramanujan
Collected Papers of srinivasa ramanujan Jämför priser, frakt och leveranstidenpå böcker i svenska och utländska Internetbutiker.
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Stephen Wolfram: A New Kind Of Science -- Relevant Books
House, 1988. ISBN 8185198063 . ramanujan, srinivasa GH Hardy, EditorCollected Papers of srinivasa ramanujan Cambridge University Press, 1927.
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Porträt - Ramanujan
Translate this page Porträt srinivasa ramanujan. ramanujan war ein autodidaktisches mathematischesWunderkind aus einer Stadt in der Nähe von Madras
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Extractions: Porträt: Srinivasa Ramanujan Ramanujan war ein autodidaktisches mathematisches Wunderkind aus einer Stadt in der Nähe von Madras in Südindien und kam aus einer armen Familie. Madras war 1600 km von dem welt-städtischen Kalkutta entfernt. 1913 begann die Korrespondenz mit G.H. Hardy und 1914 erhielt er ein Stipendium für einen Aufenthalt am Trinity College in Cambridge, damit er dort sein Begabung in die Zusammenarbeit mit den Wissenschaftern einbringt und von Ihnen alles, was sie wußten, lernen konnte. In dieser Zeit schur er in einem für Ihn fremden und kalten England mit 21 großen Arbeiten ein dauerhaftes mathematisches Erbe. Aus gesundheitlichen Gründen kehrte er jedoch 1919 nach Indien zurück, wurde empfanges wie ein Held und starb. Erstaunlich war seine Fähigkeit der Umformung unendlicher Reihen. Ramanujan erhielt viele seiner Ergebnisse intuitiv aus einer Vielzahl von Zahlenbeispielen und hatte ein ausgezeichnetes Gedächtnis und eine Fähigkeit zur Durchführung komplizierter Rechnungen. Seine Gedankensprünge machen den Mathematikern noch heute, sieben Jahrzehnte nach seinem Tod, zu schaffen. Zahlreiche Resultate sind in Briefen an G.H. Hardy formuliert. Ihm verdanken die Zahlentheoretiker bemerkenswerte asymptotische Formeln, ferner Ergebnisse zur
TIME 100 Scientists Thinkers - Unsung Heroes, P. 2
terminally ill and their loved ones. srinivasa ramanujan. Painted Portraitof srinivasa ramanujan (18871920) THE GRANGER COLLECTION
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Extractions: Alfred Wegener When he first proposed his heretical ideas early in the century, many geologists treated this German meteorologist as if he were a member of the Flat Earth Society. Convinced that the continents were anchored firmly in place, geologists dismissed as preposterous his theory that the earth's major land masses had once been huddled together in a single supercontinent, which he called Pangaea (Greek for "whole earth"), then began slowly drifting apart. Wegener had plenty of evidence, ranging from the jigsaw-like fit of the continents to the discovery of matching fossils on opposite sides of oceans, but he couldn't give a satisfactory explanation of what caused the global breakup. For years continental drift was held up to derisionuntil scientists in the 1960s found a plausible mechanism in the earth's internal motions under the ocean floor. Suddenly, Wegener's disreputable ideas became reputable. Renamed plate tectonics, they gave geology a single unifying theory, explaining everything from earthquakes and volcanoes to the formation of mountain ranges and ocean basins. Sadly, Wegener, who perished on the Greenland icecap in 1930 at age 50, didn't live to see it. A minor bureaucrat in Madras, India, Ramanujan tried twice to interest professional mathematicians in his spare-time dabbling with numbers. All too familiar with numerological crackpots, they were profoundly uninterested. But Ramanujan persisted, and his third shot was the lucky one. The eminent Cambridge don G.H. Hardy took the time to decipher the young man's idiosyncratic scrawls and realized he was corresponding with a genius. Unlike trained mathematicians, Ramanujan knew his speculations about numbers were true, so he didn't bother to prove them. That wouldn't do. Hardy brought him to England in 1914, and the pair spent four years working to prove the self-taught mathematician's intuitively brilliant conjectures. Alas, Ramanujan hated England and died of tuberculosis in 1920 at age 32with so much of his opus left unproved that mathematicians today are still working on it.
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Ramanujan
Translate this page srinivasa ramanujan. ramanujan war ein autodidaktisches mathematischesWunderkind aus einer Stadt in der Nähe von Madras in Südindien
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Extractions: Home Geschichte Mathematiker Zitate ... Suche Srinivasa Ramanujan Ramanujan war ein autodidaktisches mathematisches Wunderkind aus einer Stadt in der Nähe von Madras in Südindien und kam aus einer armen Familie. Madras war 1600 km von dem welt-städtischen Kalkutta entfernt. 1913 begann die Korrespondenz mit G.H. Hardy und 1914 erhielt er ein Stipendium für einen Aufenthalt am Trinity College in Cambridge, damit er dort sein Begabung in die Zusammenarbeit mit den Wissenschaftern einbringt und von Ihnen alles, was sie wussten, lernen konnte. In dieser Zeit schuf er in einem für ihn fremden und kalten England mit 21 grossen Arbeiten ein dauerhaftes mathematisches Erbe. Aus gesundheitlichen Gründen kehrte er jedoch 1919 nach Indien zurück, wurde empfangen wie ein Held und starb. Erstaunlich war seine Fähigkeit der Umformung unendlicher Reihen. Ramanujan erhielt viele seiner Ergebnisse intuitiv aus einer Vielzahl von Zahlenbeispielen und hatte ein ausgezeichnetes Gedächtnis und eine Fähigkeit zur Durchführung komplizierter Rechnungen. Seine Gedankensprünge machen den Mathematikern noch heute, sieben Jahrzehnte nach seinem Tod, zu schaffen. Zahlreiche Resultate sind in Briefen an G.H. Hardy formuliert. Ihm verdanken die Zahlentheoretiker bemerkenswerte asymptotische Formeln, ferner Ergebnisse zur
The R List
ramanujan, srinivasa 1 (18871920). The Indian mathematician srinivasaRamanujuan made profound contibutions to the theory of numbers.
http://www.siue.edu/~dcollin/Rlist.html

Extractions: To view the photos of your favorite mathematician, just click on the photo. This will load up the image for you to view. To Save, right click on the photo; to return, you must click the "back" feature on your browser. Download all the photo's you wish, but please give proper credit to the publisher. (1887-1920). The Indian mathematician Srinivasa Ramanujuan made profound contibutions to the theory of numbers. He was the first Indian to be elected to the Royal Society of London, and when he died he was widely recognized by mathematicians as a phenomenal genius. Ramanujuz was born on December 22, 1887, in Erode, India. When he was 15 years old, he began tutoring himself from an old mathematics manual and soon began developing his own theorems and ideas. In 1911 he published the first of his papers in the Journal of the Indian Mathematical Society . His genius gained recognition, leading to a special scholarship from the University of Madras and a grant from Trinity College of Cambridge University. Ramanujan traveled to England in 1914, where the British mathematician Godfrey H. Hardy tutored him privately and collaborated with him in some research. His papers were published in English and European journals. Ramanujan's knowledge of mathematics (most of which he had worked out for himself) was startling. Although almost completely ignorant of what had been developed, his mastery of certain areas of mathematics was unequaled by any living mathematician. He had only the vaguest idea, however, of what constitutes a mathematical proof. Some of his theorems on the theory of prime numbers, though brilliant, were completely wrong. In 1917 Ramanujan contracted tuberculosis. He returned in India in 1919 and died on April 26, 1920, In Kumbakonam, India.
Citations: Highly Composite Numbers - Ramanujan (ResearchIndex)
srinivasa ramanujan, Highly composite numbers, Proceedings of the London MathematicalSociety, vol. 14, pp. srinivasa ramanujan. Highly composite numbers.
http://citeseer.nj.nec.com/context/680766/0

Extractions: This paper is cited in the following contexts: Techniques for Efficient and Scalable Video-on-Demand over.. - Janakiraman (2002) (Correct) ....and optimal, a fatal flaw renders it unusable in its original form. The number of frames scheduled for transmission at time t is the number of integers i w such that i divides t. This function is extremely spiky, varying from 2 for prime values of t to record highs for highly composite t. It is due to this spikiness that earlier research [6, 7] has advanced algorithm IDEAL as a theoretical limit rather than as a practicable scheme. Existing protocols, notably the harmonic broadcasting protocols [4, 5] have taken a stream based approach to get around this limitation. ....
Ramanujan
Berndt, University of Illinois (UrbanaChampaign) gave two talks for the Departmentof Mathematics on the work of the Indian mathematician srinivasa ramanujan.
http://www.public.asu.edu/~sergei/seminar/Ramanujan.html
Ramanujan
Math Department. In 1913, Cambridge mathematician GF Hardy received an unusualletter from a young scholar in India named srinivasa ramanujan.
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Extractions: Home Humor and Games Code Music ... Search In 1913, Cambridge mathematician G. F. Hardy received an unusual letter from a young scholar in India named Srinivasa Ramanujan. In this letter Ramanujan introduced himself as a student of mathematics with little money and without a formal education. As evidence of his ability, he included in the letter over one hundred mathematical theorems that he had discovered, without justification. The letter sparked Hardys curiosity, and he replied asking for proofs of some of the theorems, stating, there are some results which appear to be new and important. Ramanujan replied with the requested work, and asked Hardy to write a letter of recommendation for him, so he could obtain a scholarship for university studies. He explained that he hardly had enough money to eat, let alone attend school. To preserve my brains I want food, he wrote, and this is my first consideration. On Hardys recommendation, the University of Madras accepted Ramanujan as a student, and a year later, he was offered to come to Cambridge to work directly with Hardy. Ramanujan accepted the offer, and in England, collaborating with Hardy, he produced important work in a number of areas in pure mathematics: he wrote papers on integer partitions, elliptic functions, continued fractions and hypergeometric functions.
SIAM AG On Orthogonal Polynomials And Special Functions
AMS publications, ramanujan Twelve Lectures on Subjects Suggested by His Life andWork, Volume 136.H, and Collected Papers of srinivasa ramanujan, Volume 159.H
http://gams.nist.gov/opsf/books/ramanujan01.html
Ramanujan
Translate this page ramanujan. Fecha de primera versión 15-11-97. Fecha de últimaactualización 04-10-99. srinivasa ramanujan (1887-1920) Indio.
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Extractions: Srinivasa Ramanujan (1887-1920): Aunque Ramanujan llegó a Cambridge para enseñar, asistió a algunas clases de Hardy y de Arthur Berry. En una de estas lecciones, Berry estaba explicando en la pizarra y le pregunto a Ramanujan si comprendía la explicación. Ramanujan asintió. Despues Berry le preguntó si quería añadir algo. Ramanujan se puso en pie, fue a la pizarra, cogió la tiza y escribió las demostraciones que Berry no habia sido capaz de probar. p . Su procedimiento forma parte de algoritmos que lo calculan con millones de cifras decimales. y 9 Retrato
Srinivasa Ramanujan
Translate this page srinivasa ramanujan (1887 - 1920) Gênio matemático indiano nascidoem Erode, de profundas contribuições para a teoria dos números
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PI - Ramanujan's Method
Pi = 3.1415926 Born 22 Dec 1887 in Erode, Tamil Nadu state, India, srinivasa Ramanujanwas selftaught but had an uncanny mathematical manipulative ability.
http://ic.net/~jnbohr/java/Ramanujan.html

Extractions: Ramanujan's Method of Approximating Pi Pi = 3.1415926 Born 22 Dec 1887 in Erode, Tamil Nadu state, India, Srinivasa Ramanujan was self-taught but had an uncanny mathematical manipulative ability. Independently, he discovered results of Gauss, Kummer and others on hypergeometric series. He is known for major contributions in Number Theory and Modular Function theory. After publication of a paper on Jacob Bernoulli's numbers in 1911 in the Journal of the Indian Mathematical Society, Ramanujan gained recognition for his work. His papers were mailed to several English mathematicians, and his genius was recognised immediately by G H Hardy. In 1914 Hardy brought Ramanujan to Trinity College, Cambridge, to begin an extraordinary collaboration. He sailed from India on 17 March 1914. Ramanujan worked out the Riemann series, the elliptic integrals, hypergeometric series and functional equations of the zeta function on his own. On the other hand he had only a vague idea of what constitutes a mathematical proof, and occasionally did state incorrect results. Srinivasa Ramanujan was elected to the Royal Society of London in 1918.
Matematica Matematici Eulero Gauss Galois Ramanujan Neumann Moebius Matematico L
ramanujan (srinivasa)indiano (1887-1920). Riccati (Jacopo Francesco) italiano (1676-1754).
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