21. Syllogismos - Legendre Géométrie Translate this page legendre adrien-marie (1752-1833). Livre I. Les principes (pp. 1-32). Livre II.le cercle et la mesure des angles (pp. 33-59). Livre III. http://www.syllogismos.it/libristorici/legendreelementi.htm

History and Epistemology for Mathematics Education Storia ed Epistemologia per la Didattica della Matematica Géométrie by Legendre (1846) Géométrie di Legendre (1846) Legendre, A.M. (1846), Éléments de Géométrie , Firmin Didot Frères, Paris (XIV ed.) LEGENDRE Adrien-Marie (1752-1833) Livre I. Les principes (pp. 1-32). Livre II. le cercle et la mesure des angles (pp. 33-59). Livre III. Les proportions des figures (pp. 60-107). Livre IV. Les polygones réguliers et la mesure du cercle (pp. 108-136). Livre V. Les plans et les angles solides (pp. 137-160). Livre VI. Les polyèdres (pp. 161-200). Livre VII. La sphère (pp. 201-239). Livre VIII. Les trois corps ronds (pp. 240-271). Notes sur les Éléments de Géométrie (pp. 273-336). Traité de Trigonométrie (pp. 337-431). See moreover: Si veda inoltre: Euclide Euclide Megarense acutissimo philosoph o, solo introduttore delle scientie mathematice , Tartaglia, N. (Ed.), Bariletto, Venezia. Euclide Elementorum Libri XV , Clavio, C. (Ed.), Zannetto, Roma (IV ed.). Euclide Elementorum Libri XV , Commandino, F. (Ed.), Concordia, Pesaro (I ed.: Pesaro, 1572).

22. Syllogismos - Legendre Essai Translate this page legendre adrien-marie (1752-1833). Table des matières. Introduction. Contenant desnotions générales sur les nombres (pp. 1-13). Première partie. http://www.syllogismos.it/libristorici\legendreessai.htm

History and Epistemology for Mathematics Education Storia ed Epistemologia per la Didattica della Matematica Number Theory by Legendre (1808) La Teoria dei numeri di Legendre (1808) Legendre, A.M. (1808), Essai sur la théorie des nombres , Courcier, Paris LEGENDRE Adrien-Marie (1752-1833) Table des matières. Introduction. Contenant des notions générales sur les nombres (pp. 1-13). Première partie. Exposition de diverses méthodes et propositions relatives a l’analyse indeterminée (pp. 14-165). Seconde partie. Propriétés générales des nombres (pp. 166-292). Troisième partie. Théorie des nombres considérés comme décomposables in trois quarrés (pp. 293-339). Quatrième partie. Méthodes et recherches diverses (pp. 340-434). Cinquième partie. Usage de l’analyse indeterminée dans la résolution de l’équation x n n étant un nombre premier (pp. 435-473). Tables. Indice. Introduzione. Contenente nozioni generali sui numeri (pp. 1-13). Prima parte. Esposizioni di diversi metodi e proposizioni relative all’analisi indeterminata (pp. 14-165). Seconda parte.

23. Adrien-Marie Legendre - Wikipedia AdrienMarie Legendre Enlarge. Adrien-Marie Legendre. Adrien-Marie Legendre (18.september 1752 – 10. janúar 1833) var franskur stærðfræðingur, http://is.wikipedia.org/wiki/Adrien-Marie_Legendre

Adrien-Marie Legendre Af Wikipedia, frj¡lsa alfr¦°iritinu Adrien-Marie Legendre Adrien-Marie Legendre 18. september 10. janºar ) var franskur st¦r°fr¦°ingur , sem ¡samt Lagrange og Laplace var ­ ¾riggja manna h³pi sem tengdist fr¶nsku byltingunni . Hann var vel ¾ekktur ¡ n­tj¡ndu ¶ld, sem h¶fundur g³°rar kennslub³kar um rºmfr¦°i Evkl­°s , en meginstarf hans var ¡ svi°i ¶rsm¦°areiknings . Svokalla°ar Legendre-margli°ur, sem eru lausnir vissra diffurjafna , eru mikilv¦gar ­ st¦r°fr¦°igreiningu . Hann ¡samt Euler leiddi ºt og sanna°i a° nokkru l¶gm¡l ­ talnafr¦°i , sem ¾ekkt er sem l¶gm¡li° um andhverfuna ­ ¶°ru veldi (law of quadratic reciprocity). Af „ http://is.wikipedia.org/wiki/Adrien-Marie_Legendre Flokkar St¦r°fr¦°ingar Frakkar Views Grein Spjall Breyta Breytingaskr¡ Tenglar Innskr¡ Flakk Fors­°a Samf©lagsg¡tt Potturinn N½legar breytingar ... Framl¶g Leit Verkf¦ri Hva° tengist hinga° Skyldar breytingar Innhla°a Kerfiss­°ur ... Permanent link  ¶°rum tungum¡lum Deutsch English Espa±ol Fran§ais ... Svenska žessari s­°u var s­°ast breytt 24. ma­ 2005 kl. 10:08.

24. Adrien-Marie Legendre - Wikipedia NAME, Legendre, Adrien-Marie. ALTERNATIVNAMEN http://de.wikipedia.org/wiki/Adrien-Marie_Legendre

Es ist geschafft - unser Spendenziel von 200.000$ ist erreicht . Herzlichen Dank an alle Spender. Adrien-Marie Legendre aus Wikipedia, der freien Enzyklop¤die Adrien-Marie Legendre 18. September in Paris 10. Januar ebenda) war ein franz¶sischer Mathematiker Inhaltsverzeichnis Leben Spezielle Arbeitsergebnisse Werke Weblinks ... Bearbeiten Leben Legendre besuchte das Coll¨ge Mazarin . Von bis lehrte er an der Pariser Milit¤rakademie. erhielt er den Auftrag, zusammen mit Sassini und Mechain einen Breitengrad zwischen D¼nkirchen und Boulogne auszumessen. œber die Ergebnisse berichtet die Schrift Expos© des operations, faites en France en 1787 (Paris 1792). wurde er Mitglied der Kommission zur Neuordnung der MaŸe und Gewichte. heiratete er und ab lehrte er an der Ecole Normale. wurde er zum lebensl¤nglichen Vorsteher der Universit¤t, zum Ehrenmitglied der Kommission f¼r den ¶ffentlichen Unterricht und zum Examinator an der Ecole Polytechnique als Nachfolger von Laplace ernannt. Nachdem er sich mit der Regierung ¼berworfen hatte, erhielt er keine Pensionen mehr. Er verarmte und starb 1833 in Paris. Besondere Verdienste erwarb sich Legendre durch seine Arbeiten ¼ber elliptische Integrale und durch seine Untersuchungen ¼ber elliptische Sph¤roide. Unabh¤ngig von

25. Adrien-Marie Legendre - Wikipédia http://fr.wikipedia.org/wiki/Adrien-Marie_Legendre

Wikim©dia a besoin de votre aide Adrien-Marie Legendre Un article de Wikip©dia, l'encyclop©die libre. Adrien-Marie Legendre 18 septembre 10 janvier ) ©tait un math©maticien fran§ais . Il fit d'importante contributions aux statistiques ,   la th©orie des nombres , aux alg¨bres abstraites et   l' analyse Adrien-Marie Legendre polyn´mes inspira la th©orie de Galois Abel sur les fonctions elliptiques Gauss en statistiques et en th©orie des nombres compl¨t¨rent ceux de Legendre. En , il donna une preuve du dernier th©or¨me de Fermat pour l'exposant n = 5, qui fut presque donn© simultan©ment par Dirichlet en En th©orie des nombres , il conjectura la loi de r©ciprocit© quadratique , prouv©e ult©rieurement par Gauss. Il fit aussi un travail de pionnier sur la distribution des nombres premiers , et sur l'application de l'analyse dans la th©orie des nombres. Sa conjecture en   propos du th©or¨me des nombres premiers fut rigoureusement prouv©e par Hadamard et de la Vall©e Poussin en Legendre fit une quantit© de travaux impressionnante sur les fonctions elliptiques , incluant la classification des int©grales elliptiques , mais il revient   Abel d'avoir eu le trait de g©nie d'avoir ©tudi© les inverses des fonctions de Jacobi et d'avoir r©solu compl¨tement le probl¨me.

26. Adrien-Marie Legendre - Wikipedia, Den Fria Encyklopedin AdrienMarie Legendre Legendre blev redan vid unga år professor i matematikvid militärskolan, senare vid École normale i Paris samt 1783 medlem av http://sv.wikipedia.org/wiki/Adrien-Marie_Legendre

Wikimedia:Wikimedia beh¶ver din hj¤lp f¶r att samla in 200 000 dollar. Titta p¥ insamlingssidan f¶r mer information. Adrien-Marie Legendre Fr¥n Wikipedia, den fria encyklopedin. Adrien-Marie Legendre , f¶dd 18 september , d¶d 10 januari var en fransk matematiker . Han gjorde viktiga framsteg inom statistiken talteorin , den abstrakta algebran och den matematiska analysen Legendre blev redan vid unga ¥r professor i matematik vid milit¤rskolan, senare vid ‰cole normale i Paris samt 1783 medlem av franska vetenskapsakademin . F¶r att kontrollera ortsbest¤mningen f¶r Greenwich och Paris utf¶rde han 1787 i f¶rening med Cassini och M©chain , enligt offentligt uppdrag, m¤tningen av en breddgrad mellan Dunkerque och Boulogne . Han blev senare medlem av Bureau des longitudes, ledamot p¥ livstid av universitetets styrelse 1808 och examinator i Polytekniska skolan 1816. Legendre var en framst¥ende matematiker och verksam p¥ flera skilda omr¥den av sin vetenskap. S¥ utf¶rde han djupg¥ende unders¶kningar r¶rande teorin f¶r elliptiska sf¤roiders attraktion, framst¤llde en metod f¶r ber¤knande av

27. Adrien-Marie Legendre Brief biography and summary of his works. http://www.stetson.edu/~efriedma/periodictable/html/Nd.html

Adrien-Marie Legendre From 1775 to 1780 he taught with Laplace at Ecole Militaire. He then decided to enter for the 1782 prize on projectiles offered by the Berlin Academy. His essay won the prize and launched Legendre on his research career, as he came to the notice of Lagrange, then Director of Mathematics at the Academy in Berlin. Over the next few years Legendre published work in a number of areas. In particular he published papers on celestial mechanics which contain the Legendre polynomials. He also published papers on number theory and the theory of elliptic functions. A 1785 paper on number theory contains a number of important results, such as the law of quadratic reciprocity for residues, and the results that every arithmetic series with the first term coprime to the common difference contains an infinite number of primes. In 1794, Legendre published , which was the leading elementary text on the topic for around 100 years. This text greatly rearranged and simplified many of the propositions from Euclid's Elements to create a more effective textbook.

28. Legendre Biography of adrienmarie legendre (1752-1833) adrien-marie legendre wouldperhaps have disliked the fact that this article contains details of his life http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Legendre.html

Adrien-Marie Legendre Born: 18 Sept 1752 in Paris, France Died: 10 Jan 1833 in Paris, France Click the picture above to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Version for printing Adrien-Marie Legendre would perhaps have disliked the fact that this article contains details of his life for Poisson wrote of him in [12]:- Our colleague has often expressed the desire that, in speaking of him, it would only be the matter of his works, which are, in fact, his entire life. From 1775 to 1780 he taught with Laplace d'Alembert . He then decided to enter for the 1782 prize on projectiles offered by the Berlin Academy . The actual task was stated as follows:- Determine the curve described by cannonballs and bombs, taking into consideration the resistance of the air; give rules for obtaining the ranges corresponding to different initial velocities and to different angles of projection. His essay won the prize and launched Legendre on his research career. In 1782 Lagrange was Director of Mathematics at the Academy in Berlin and this brought Legendre to his attention. He wrote to

29. Legendre Portrait Portrait of adrienmarie legendre. The URL of this page is, © Copyrightinformation. http//www-history.mcs.st-andrews.ac.uk/PictDisplay/legendre.html. http://www-groups.dcs.st-and.ac.uk/~history/PictDisplay/Legendre.html

Adrien-Marie Legendre JOC/EFR September 2003 The URL of this page is: http://www-history.mcs.st-andrews.ac.uk/PictDisplay/Legendre.html

30. Legendre, Adrien-Marie (1752-1833) -- From Eric Weisstein's World Of Scientific legendre, adrienmarie (1752-1833) legendre reduced elliptic integrals tothree standard forms, but their straightforward inversion by Abel and Jacobi http://scienceworld.wolfram.com/biography/Legendre.html

Branch of Science Mathematicians Nationality French Legendre, Adrien-Marie (1752-1833) French mathematician who was a disciple of Euler and Lagrange . He published a classic work on geometry He also made significant contributions in differential equations calculus function theory, number theory (1797-98), and applied math. He expanded his three-volume treatise (1811-19) into another three volume work, (1825-32). Legendre reduced elliptic integrals to three standard forms, but their straightforward inversion by Abel and Jacobi rendered his work unnecessary. He invented the Legendre polynomials in 1784 while studying the attraction of spheroids His work was important for geodesy. In number theory he proved the unsolvability of Fermat's last theorem for n Additional biographies: MacTutor (St. Andrews) Dublin Trinity College Bonn References Legendre, A. M. Theorie des nombres, 4. ed. Paris: A. Hermann, 1900.

31. Legendre, Adrien-Marie --  Encyclopædia Britannica legendre, adrienmarie French mathematician whose distinguished work on ellipticintegrals provided basic analytic tools for mathematical physics. http://www.britannica.com/eb/article?tocId=9047635

32. Legendre, Adrien-Marie --  Britannica Student Encyclopedia legendre, adrienmarie (1752–1833), French mathematician. adrien-marie legendrewas born in Toulouse, France, in 1752. He served as professor of mathematics http://www.britannica.com/ebi/article-9314866

Home Browse Newsletters Store ... Subscribe Already a member? Log in This Article's Table of Contents Legendre, Adrien-Marie Print this Table of Contents Shopping Price: USD $1495 Revised, updated, and still unrivaled. The Official Scrabble Players Dictionary (Hardcover) Price: USD $15.95 The Scrabble player's bible on sale! Save 30%. Merriam-Webster's Collegiate Dictionary Price: USD $19.95 Save big on America's best-selling dictionary. Discounted 38%! More Britannica products Legendre, Adrien-Marie  Student Encyclopedia Article Page 1 of 1 var mm = [["Jan.","January"],["Feb.","February"],["Mar.","March"],["Apr.","April"],["May","May"],["June","June"],["July","July"],["Aug.","August"],["Sept.","September"],["Oct.","October"],["Nov.","November"],["Dec.","December"]]; To cite this page: MLA style: "Legendre, Adrien-Marie." Britannica Student Encyclopedia http://www.britannica.com/ebi/article-9314866 APA style: Legendre, Adrien-Marie. ( Britannica Student Encyclopedia . Retrieved http://www.britannica.com/ebi/article-9314866

33. Legendre Polynomials: Information From Answers.com They are named after adrienmarie legendre. This ordinary differential equationis frequently encountered in physics and other technical fields. http://www.answers.com/topic/legendre-polynomials

showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Best of Web Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Legendre polynomials Wikipedia Legendre polynomials Note: The term Legendre polynomials is sometimes used (wrongly) to indicate the associated Legendre polynomials In mathematics Legendre functions are solutions to Legendre's differential equation They are named after Adrien-Marie Legendre . This ordinary differential equation is frequently encountered in physics and other technical fields. In particular, it occurs when solving Laplace's equation (and related partial differential equations ) in spherical coordinates The Legendre differential equation may be solved using the standard power series x x = ± 1 provided n is a non-negative integer , i.e. n = 0, 1, 2,... . In this case, the solutions form a polynomial sequence of orthogonal polynomials called the Legendre polynomials Each Legendre polynomial P n x ) is an n th-degree polynomial. It may be expressed using Rodrigues' formula An important property of the Legendre polynomials is that they are orthogonal with respect to the L inner product x mn denotes the Kronecker delta , equal to 1 if m n and to otherwise). In fact, an alternative derivation of the Legendre polynomials is by carrying out the

34. Legendre, Adrien-Marie legendre, adrienmarie (1752-1833) legendre was born in Paris and studiedthere at the Collège Mazarin. During the French Revolution, he became head of http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/L/Legendre/1.htm

Legendre, Adrien-Marie French mathematician who was particularly interested in number theory, celestial mechanics, and elliptic functions. In 1783-84 he introduced to celestial mechanics what are now known as Legendre polynomials. These are solutions to a second-order differential equation. In number theory his most significant result was the law of reciprocity of quadratic residues (established more firmly by German mathematician Karl Gauss 1801) and the law of the distribution of prime numbers 1798.

35. Adrien Marie Legendre legendre, adrienmarie (1752-1833) (The Hutchinson Encyclopedia). legendre, AdrienMarie (The Columbia Encyclopedia, Sixth Edition) http://www.infoplease.com/ce6/people/A0829279.html

var zflag_nid="350"; var zflag_cid="44/43"; var zflag_sid="11"; var zflag_width="728"; var zflag_height="90"; var zflag_sz="14"; in All Infoplease Almanacs Biographies Dictionary Encyclopedia Daily Almanac for Sep 6, 2005 Skip Navigation Home Almanacs ... Word of the Day Editor's Favorites Back to School Hurricanes Daylight Saving Time Energy Consumption ... Mississippi Infoplease Tools Periodic Table Conversion Tool Perpetual Calendar Year by Year ... Site Map College Center Scholarship Search College Resources Career Center Job Search Post Your Resume Continuing Ed. more . . . Search: Infoplease Info search tips Search: Biographies Bio search tips google_ad_client = 'pub-1894504138907931'; google_ad_width = 120; google_ad_height = 240; google_ad_format = '120x240_as'; google_ad_type = 'text'; google_ad_channel =''; google_color_border = ['336699','B4D0DC','DFF2FD','B0E0E6']; google_color_bg = ['FFFFFF','ECF8FF','DFF2FD','FFFFFF']; google_color_link = ['0000FF','0000CC','0000CC','000000']; google_color_url = ['008000','008000','008000','336699']; google_color_text = ['000000','6F6F6F','000000','333333']; Encyclopedia Legendre, Adrien Marie

36. Allmath.com - Math Site For Kids! Home Of Flashcards, Math legendre, adrienmarie. luhzhãdr. (17521833). Mathematician, born in Paris,France. He studied at the Collège Mazarin, became professor of mathematics http://www.allmath.com/biosearch.php?QMeth=ID&ID=18748

37. Encyclopedia Of Astronomy And Astrophysics » Legendre, Adrien-Marie (1752– legendre, adrienmarie (1752–1833). DOI 10.1888/0333750888/3802; PublishedNovember 2000. Icon Full text (PDF, 21K) http://eaa.iop.org/index.cfm?action=summary&doc=eaa/3802@eaa-xml

38. Legendre, Adrien-Marie The summary for this Chinese (Traditional) page contains characters that cannot be correctly displayed in this language/character set. http://episte.math.ntu.edu.tw/people/p_legendre/

Legendre, Adrien-Marie ¼Ö±j¼w ·j´M ©w²z¡G ­Y¤T¨¤§Îªº¤º¨¤©Mµ¥©ó¨âª½¨¤¡A«h¼Ú¤ó¥­¦æ¤½³]¦¨¥ß¡C ¤G¦¸¤¬°f«ß¬Oö©ó¤@²Õ¨â­Ó¤G¦¸¦P¾l¦¡ ¬O§_¥i¸Ñ¡H¨ä¤¤ p »P q ¤¬¬°¬Û²§ªº©_½è¼Æ¡C¥L»¡¨â­Ó¦P¾l¦¡ »P ¦P®É¥i¸Ñ©Î¦P®É¤£¥i¸Ñ¡A°£«D p q ³£¬O n «¬¡A¦¹®É¦P¾l¦¡¤@­Ó¥i¸Ñ¦Ó¥t¤@­Ó¤£¥i¸Ñ¡C ¤µ¤é¡A¹ï¤£³Q½è¼Æ p a ¡A§Ú­Ì©w¸q²Å¸¹ ¡A­Y a »P¤@¥­¤è¼Æ¼Ò p ¦P¾l¡F ¡A­Y a ¤£»P¥­¤è¼Æ¼Ò p ¦P¾l¡A¦Ó³oºØ²Å¸¹ ºÙ¬° Legendre ²Å¸¹¡C ¡A¦]¬° ¦³¸Ñ¡A¦Ó µL¸Ñ¡C ¹ï¥~·j´MöÁä¦r¡G ¡D Legendre ¡D Laplace ¡D ¤û¹y ¡D ¡D Lagrange ¡D ¡D «D¼Ú´X¦ó ¡D Saccheri ¡D Lambert ¡D ¡]¼¶½Z¡GªLÁo·½¢A²M¤j¼Æ¾Ç¨t¡^ MacTutor ¡]­Y¦³«ü¥¿¡Bº°Ý¡K¡K¡A¥i¥H¦b¦¹ ¯d¨¥ ¼g«H µ¹§Ú­Ì¡C¡^ ¦Uºô­¶¤å³¹¤º®e¤§µÛ§@Åv¬°­ìµÛ§@¤H©Ò¦³ ½s¿è¡G¬x·ë

39. Gallica - Legendre, Adrien-Marie (1752-1833). Théorie Des Nombres. 1830. Translate this page http://visualiseur.bnf.fr/Visualiseur?Destination=Gallica&O=NUMM-42610

40. Biografia De Legendre, Adrien-Marie Translate this page legendre, adrien-marie. (París, 1752-Auteuil, Francia, 1833) Matemático francés.Tras completar sus estudios en el Collège Mazarin, entró a trabajar en la http://www.biografiasyvidas.com/biografia/l/legendre.htm

Inicio Buscador Las figuras clave de la historia Reportajes Los protagonistas de la actualidad Legendre, Adrien-Marie (París, 1752-Auteuil, Francia, 1833) Matemático francés. Tras completar sus estudios en el Collège Mazarin, entró a trabajar en la Escuela Militar, para la que completó un estudio sobre la trayectoria de los proyectiles que le supuso el Premio de la Academia de Berlín en 1782. A partir de 1795 enseñó matemáticas en la École Normale. En sus primeros trabajos, centrados en la mecánica, introdujo conceptos como la función que lleva su nombre o la primera demostración del método de los mínimos cuadrados. Tras los pasos de Euler y Lagrange, estudió las funciones elípticas y las redujo a tres formas básicas. Fue el primero en dedicar una obra estrictamente a la teoría de números, ámbito en el que obtuvo resultados fundamentales como la demostración en 1830 de la ley de la reciprocidad cuadrática. En 1794 publicó los Elementos de geometría, una versión reordenada y simplificada de la obra original de Euclides, que fue traducida a más de treinta idiomas. Inicio Buscador Recomendar sitio

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