41. Andrew Wiles - Les Membres De L'Académie Des Sciences Translate this page wiles (andrew, John). Professeur à l'Université de Princeton. Néen 1953, élu Associé étranger le 30 mars 1998. Coordonnées http://www.academie-sciences.fr/Membres/W/Wiles_Andrew.htm

Wiles ( Andrew, John) Section : Conception du site Accueil Membres Publications ... Plan du site

42. Andrew Wiles Next Last Index Text, Slide 1 of 3. http://www.hsu.edu/faculty/worthf/mathematicians/Wiles/sld001.htm

43. Clay Mathematics Institute - Wiles wiles. andrew wiles. Previous page Smirnov Up one level Next page- Witten. andrew wiles was the recipient of the first Clay Research http://www.claymath.org/Clay_Research_Award/Wiles/

WILES Andrew Wiles Andrew Wiles was the recipient of the first Clay Research Award presented at the Opening Ceremony of the Clay Mathematics Institute at M.I.T. on May 10, 1999. Privacy Statement Help

44. Citation For Sir Andrew Wiles Citation for Sir andrew wiles. Sir andrew wiles is elected to Honorary Membershipof the Society in recognition of his unique contributions to Number Theory. http://www.lms.ac.uk/activities/prizes_com/citations01/wiles.html

Citation for Sir Andrew Wiles Sir Andrew Wiles is elected to Honorary Membership of the Society in recognition of his unique contributions to Number Theory. Celebrated world-wide for his spectacular proof of Fermat's Last Theorem, Andrew Wiles has changed the landscape of modern number theory through his insights and achievements. At the same time, and more than any mathematician of modern times, he has changed our perception of mathematical endeavour. In finding a proof of a large part of the Shimura-Taniyama-Weil conjecture, which has since been refined to give a proof of the full conjecture, Wiles opened up single-handedly a new route to many problems in modern number theory hitherto believed intractable, which form part of what is commonly known as the `Langlands Programme'. Prior to this he proved a series of fundamental results in algebraic number theory. In joint work with John Coates he made spectacular progress towards the Birch-Swinnerton-Dyer conjecture for elliptic curves over the rationals with complex multiplication. His work on Iwasawa theory led to a formulation and proof of a far-reaching generalisation of Iwasawa's explicit reciprocity law in local class field theory. In the 1980s he and Mazur found a proof of Iwasawa's so-called `Main Conjecture' for cyclotomic fields, which Wiles later developed with further ingredients to yield a full proof of the Main Conjecture for arbitrary totally real number fields. Andrew Wiles has been Eugene Higgins Professor of Mathematics at Princeton University since 1994. His recognitions include the Schock Prize from the Swedish Academy in 1995, the Wolf Prize in 1996, and the following year the Cole Prize of the American Mathematical Society. At the International Mathematical Congress in Berlin in 1998 he was awarded a special medal. He was elected a Fellow of the Royal Society in 1989, and a foreign member of the US National Academy of Sciences in 1996, and became a knight of the British Empire in 2000.

45. Andrew Wiles The American Institute of Mathematics (AIM) Presents andrew wilesYes the very andrew wiles who proved the Fermat Conjecture! At http://www.mathcs.sjsu.edu/faculty/dfhayes/BAMA/Wiles.html

The American Institute of Mathematics (AIM) Presents: ANDREW WILES Yes the very Andrew Wiles who proved the Fermat Conjecture! At Stanford University Dinkelspiel Auditorium Wednesday, March 24, 1999, at 7:00 pm The lecture is entitled: "Fermat's Legacy." Tickets are available from the Stanford ticket office at (650) 725-ARTS. However, tickets are free to Math Circle members. They are going fast so order today! THis special presentation is brought to you by The American Institute of Mathematice and co-hosted by The Stanford Department of Mathematics hayes@mathcs.sjsu.edu Last revised on February 25, 1999

46. Andrew Wiles's Life andrew wiles. andrew wiles's interest in Fermat's Last Theorem beganat a young age. He said. I was a ten year old and one day http://www.bath.ac.uk/~ma0dmp/Wileslife.html

Andrew Wiles Andrew Wiles's interest in Fermat's Last Theorem began at a young age. He said:- ... I was a ten year old and one day I happened to be looking in my local public library and I found a book on maths and it told a bit about the history of this problem and I, a ten year old, could understand it. From that moment I tried to solve it myself, it was such a challenge, such a beautiful problem, this problem was Fermat's Last Theorem. In 1971, Wiles entered Merton College, Oxford, graduating with a B.A. in 1974. He then entered Clare College, Cambridge to study for his doctorate. His Ph.D. supervisor at Cambridge was John Coates who said:- I have been very fortunate to have had Andrew as a student. Even as a research student he was a wonderful person to work with, he had very deep ideas then and it was always clear he was a mathematician who would do great things. Wiles did not work on Fermat's Last Theorem for his doctorate. He said:- ... the problem with working on Fermat is that you could spend years getting nothing so when I went to Cambridge my advisor John Coates was working on Iwasawa theory of elliptic curves and I started working with him... From 1977 until 1980 Wiles was a Junior Research fellow at Clare College, Cambridge and also a Benjamin Peirce Assistant Professor at Harvard University. In 1980 he was awarded his doctorate, then spent a while at the Sonderforschungsbereich Theoretische Mathematik in Bonn. He returned to the United States near the end of 1981 to take up a post at the Institute for Advanced Study in Princeton. He was appointed a professor at Princeton the following year and, also during 1982, he spent a while as a visiting professor in Paris.

47. Kosmologika - Vetenskapsmännen Thorne, Kip Stephen (1940 ) Tomonaga, Shinichiro (1906-1979) Weinberg, Steven (1933-) Wheeler, John Archibald (1911- ) wiles, andrew (1953- ) Wilson, Robert http://w1.371.telia.com/~u37103753/Scientists/

På Kosmologikas sidor återfinns på många ställen länkar till kortare biografier över olika vetenskapsmän som har deltagit i utvecklandet av dessa spännande teorier. På denna sida finns länkar till alla dessa biografier samlade på ett enda ställe. Personerna är dels listade i både bokstavs- och födelsedagsordning men även efter nobelprisår (för de personer som har fått nobelpriset) samt i betydelsefullhetsordning för vetenskapen. Dessutom har jag nyligen lagt till Brucemedaljörer som är den högsta utmärkelsen inom astronomin, nobelpriset undantaget, samt Fields medalj som är matematikens nobelpris och som dessutom bara delas ut en gång vart fjärde år samt slutligen wolfpriset som är ett israeliskt pris som rankas steget under Nobelpriset men som ofta är åtminstone ett decennium snabbare med utnämningarna. Alfabetisk ordning Ahlfors, Lars (1907- ) Alembert, Jean le Ronde d' (1717-1783) Alfvén, Hannes Olof Gösta (1908-1995) Alpher, Ralph A. (1921- ) ... Zwicky, Fritz (1898-1974) Födelsedagsordning Fermat, Pierre de (1601-1665)

48. Encyclopædia Britannica wiles, andrew John British mathematician who proved Fermat's last theorem; inrecognition he was awarded a special silver plaque—he was beyond the http://search.britannica.com/search?query=Andrew John Wiles

49. Encyclopædia Britannica wiles, andrew John In June 1993, at a small conference of mathematicians at theIsaac Newton Institute, Cambridge, andrew wiles dropped a historic bombshell. http://search.britannica.com/search?query=andrew carnegie&ct=eb&fuzzy=N&show=10&

50. Andrew Wiles I will stop here . andrew wiles. Fermat's Last Theorem. andrew wiles In 1971,wiles entered Merton College, Oxford, graduating with a BA in 1974. http://www.bwctc.northants.sch.uk/pages/backgrounds/wiles.html

Wiles "I was a ten year old and one day I happened to be looking in my local public library and I found a book on maths and it told a bit about the history of this problem and I, a ten year old, could understand it. From that moment I tried to solve it myself, it was such a challenge, such a beautiful problem, this problem was Fermat's Last Theorem." "I will stop here " Andrew Wiles Fermat's Last Theorem x n + y n = z n Andrew Wiles In 1971, Wiles entered Merton College, Oxford, graduating with a B.A. in 1974. He then entered Clare College, Cambridge to study for his doctorate. From 1977 until 1986 worked and researched at Universities in Cambridge, Harvard, Bonn, Paris and Princetown In 1986 an important event happened which changed the direction of Wiles's research and life. It was proved that Fermat's Last Theorem follows from the Shimura-Taniyama conjecture that every elliptic curve defined over the rational numbers is modular. Wiles who had been obsessed by Fermat's' last Theorem since the age of 10 abandoned all his other research when he heard this and, for seven years, he concentrated solely on attempting to prove the Shimura-Taniyama conjecture, knowing that a proof of Fermat's Last Theorem then followed. In 1993 Wiles told two other mathematicians that he was close to a proof of Fermat's Last Theorem. He filled what he thought were the remaining few gaps and gave a series of lectures at the Isaac Newton Institute in Cambridge ending on 23 June 1993. At the end of the final lecture he announced he had a proof of Fermat's Last Theorem. When the results were written up for publication, however, a subtle error was discovered.

51. Andrew Wiles And Fermat's Last Theorem - What Is A Mathematician? Dr. Sarah's What is a Mathematician? andrew wiles and Fermat's LastTheorem. andrew wiles' Influences, Support and Barriers. What http://www.mathsci.appstate.edu/~sjg/class/1010/andrewwiles.html

Dr. Sarah's What is a Mathematician? Andrew Wiles and Fermat's Last Theorem We will model the process from Dr. Sarah's What is a Mathematician? for Andrew Wiles and Fermat's Last Theorem. Read through the sheet, and take notes while you are watching the videos. Philosophy We have spent most of the semester (9 out of 14 weeks) learning useful material that is applicable to real-life situations. We spent so much time on these topics because it is important to learn useful and applicable ideas. Our motto during financial mathematics and statistics ( from the creative inquiry -lessons for life list) was to "understand issues deeply, especially those ideas which seem simple". In fact, up until this point in the class, you may have already seen some (or all) of the mathematics that we have been doing. All of the material that we have covered is currently being covered (at a much slower pace and at a surface level instead of the level of depth that we covered) in North Carolina schools in middle school through high school. Yet, this is a core mathematics course. In a core English course, you would not expect to spend the entire semester on grammar or spelling, no matter how useful or applicable. Similarly, in a core music course, you would not expect to spend the entire semester learning how to read music notes, and in a core art appreciation course, you would not expect to spend your time mixing paints.

52. Ndrew Wiles's Interest In Fermat's Last Theorem Began At A Young Age Dr. Sarah’s Worksheet on andrew wiles and Fermat’s Last Theorem. andrewwiles. andrew wiles describes mathematical research as follows http://www.mathsci.appstate.edu/~sjg/class/1010/wiles/wiles/wiles.htm

Andrew Wiles I had this very rare privilege of being able to pursue in my adult life what had been my childhood dream. I know its a rare privilege but I know if one can do this it's more rewarding than anything one can imagine Yet, it also brought him pain when a mistake was discovered in his proof. Andrew Wiles describes mathematical research as follows: Perhaps I could best describe my experience of doing mathematics in terms of entering a dark mansion. One goes into the first room, and it's dark, completely dark. One stumbles around bumping into the furniture, and gradually, you learn where each piece of furniture is, and finally, after six months or so, you find the light switch. You turn it on, and suddenly, it's all illuminated. You can see exactly where you were. Theorem and will look at a proof of it. The Pythagorean Theorem, Its Integer Solutions, and a Proof Pythagoras came up with was a mathematical equation that is used all the time in architecture, construction, and measurement. In other words, if c is the hypotenuse, and a and b are the other two sides, then a + b = c An integer solution of an equation is integers a, b and c that satisfy the equation.

53. Andrew John Wiles Click here to visit our sponsor andrew John wiles. 1953 . Start yoursearch on andrew John wiles. Other educational search engines http://www.virtualology.com/virtualpubliclibrary/hallofeducation/Mathematics/And

You are in: Virtual Public Library Hall of Education Mathematics Andrew John Wiles Andrew John Wiles Start your search on Andrew John Wiles Other educational search engines: Ask Jeeves for Kids Britannica.com CyberSleuth Kids Education World ... Yahooligans Unauthorized Site: This site and its contents are not affiliated, connected, associated with or authorized by the individual, family, friends, or trademarked entities utilizing any part or the subject’s entire name. Any official or affiliated sites that are related to this subject will be hyper linked below upon submission and Virtualology's review. 2000 by Virtualology TM . All rights reserved. Virtualology TM Search: About Us e-mail us Editing Sponsor Editing Sponsors review and select all student work for publishing. To learn more about our editing sponsor program click here. Published Students Primary Secondary College Graduate ... Technical

54. ODE TO ANDREW WILES, KBE By Jerry Becker ODE TO andrew wiles, KBE by Jerry Becker. Back In June '93 andrew wileslaid claim To a proof that would bring him fortune and fame. But http://mathforum.org/epigone/mathed-news/neglimgel

ODE TO ANDREW WILES, KBE by Jerry Becker Back to Mathematics Education News Subject: ODE TO ANDREW WILES, KBE Author: jbecker@siu.edu Date: The Math Forum

55. Andrew Wiles/Mary Alexander Husband andrew wiles Born at Married at Died at Father MotherOther Spouses Wife Mary Alexander Born 22 Jan 1816 at Butler http://freepages.genealogy.rootsweb.com/~little/Genealogy/combined/fam01177.htm

Husband: Andrew Wiles Born: at: Married: at: Died: at: Father: Mother: Other Spouses: Wife: Mary Alexander Born: 22 Jan 1816 at: Butler Co., OH Died: 12 Apr 1869 at: Father: Samuel Alexander Mother: Mary Kelley Other Spouses: William Kelley

56. I096479: Andrew Jacob BLOUGH (18 Nov 1835 - 8 Jun 1915) _Jacob BLOUGH _+ _Jacob J. BLOUGH _ _Magdalena B. GNAGE _+ andrew Jacob BLOUGH _Hans John SAYLOR II_ Richard Eugene wiles. http://freepages.genealogy.rootsweb.com/~quick/d0140/g0000066.html

Andrew Jacob BLOUGH 18 Nov 1835 - 8 Jun 1915 BIRTH : 18 Nov 1835, Berlin, Brothersvalley Twp., Somerset Co., PA DEATH : 8 Jun 1915, Waterloo, Black Hawk Co., IA EVENT : Ukwn Spouse: 2nd Sara ? Father: Jacob J. BLOUGH Mother: Barbara SAYLOR Family 1 Susanna GLESSNER MARRIAGE : 9 Jun 1857, Somerset Co., PA Emma BLOUGH Ellen BLOUGH William Albert BLOUGH Irvin BLOUGH ... INDEX HTML created by GED2HTML v3.5e-WIN95 (Sep 26 1998) on 07/01/2002 02:46:43 Merium Anna FRIESTH Living Individual, details withheld - BIRTH : Living Individual, details withheld Father: Gustav E. FRIESTH Mother: Anna SOLHEIM Family 1 Arnold SCHULZE Garold Arnold SCHULZE Audrey Marlene SCHULZE Sharon Marie SCHULZE Family 2 Roy MUMPER _Malinda LARSON Merium Anna FRIESTH _Anna SOLHEIM ... INDEX HTML created by GED2HTML v3.5e-WIN95 (Sep 26 1998) on 07/01/2002 02:46:43 Henry John HERSHISER 1 Nov 1832 - 25 Jun 1907 RELIGION : German Baptist BIRTH : 1 Nov 1832, Pocahontas, Greenville Twp., Somerset Co., PA DEATH : 25 Jun 1907, O'Neill, Holt Co., NE Father: Lewis HERSHISER Mother: Elizabeth DULL Family 1 Sarah LINT MARRIAGE : 1852, Greenville Twp., Somerset Co., PA

57. Count On - Explorer andrew wiles. andrew wiles is famous for proving Fermat's last theorem,for which he was awarded a special silver plaque by the International http://www.counton.org/explorer/mathematicians/wiles.shtml

Andrew Wiles Andrew Wiles is famous for proving Fermat's last theorem, for which he was awarded a special silver plaque by the International Mathematical Union in 1998. Pierre de Fermat was a 17th-century mathematician who jotted down a note in the margin of his notebook claiming to have proved that for the general family of equations x n + y n = z n where n is bigger than 2, it is impossible to find an integer solution. During Wiles search for a proof he worked on many outstanding problems in number theory, including the Birch and Swinnerton-Dyer conjectures, the principal conjecture of Iwasawa theory, and the Shimura-Taniyama-Weil conjecture, the latter leading to the proof of Fermat's last theorem. Fermat's notorious claim inspired generations of mathematicans over the intervening centuries, but few had come close to a solution. Wiles first met the problem aged 10, but it was not until later that he started the seven year marathon that became his proof. Unlike most mathematicians, Wiles worked alone on elliptic curves and modular forms, building on the work of Gerhard Frey, Barry Mazur, Kenneth Ribet, Karl Rubin, Jean-Pierre Serre, and many others. Wiles proof was first announced in series of lectures at Cambridge University in 1993, and created a sensation in the mathematical community. However, due to the complexity of the proof, it became apparent that there were some gaps, which took Wiles, helped by Richard Taylor, until 1995, when he was awarded the Wolf Prize (1995-1996).

58. Nouvelle Page 1 Translate this page andrew wiles. andrew wiles raconte qu'il découvrit, à 10 ans, dans unlivre d'une bibliothèque publique, le grand théorème de Fermat. http://www.info82.com/beaumont/fermat/wiles.htm

Menu vie privée vie professionnelle amateur de génie ... Liens sur Fermat Andrew Wiles Après 350 ans Wiles a enfin démontré le fameux théorème de Fermat. La conjecture devient théorème U n seul homme parviendra à transformer la conjecture en théorème, Andrew Wiles, passionné de mathématiques et de Fermat depuis son enfance, très tôt atteint de la maladie fermatique. A ndrew Wiles raconte qu'il découvrit, à 10 ans, dans un livre d'une bibliothèque publique, le grand théorème de Fermat. C'est alors qu'il décida de devenir mathématicien. «J'ai passé une partie de mon adolescence à essayer de le prouver. J'y pensais sans arrêt» Devenu adulte et professeur à l'université de Princeton, Wiles a travaillé 7 ans pour arriver à la démonstration du théorème de Fermat. I l fait une première démonstration en 1993 qui est réfutée par la communauté scientifique car il y aurait une faille. «Malgré le travail d'Andrew Wiles, la démonstration du célèbre théorème du mathématicien français buterait sur un détail. Manifestement, il a sauté une maille quand il a tricoté son rang. Mais c’est quand même un beau pull-over». Le Monde décembre 1993. E nfin après un an d'efforts acharnés et grâce à l'aide de Richard Taylor et d'un nombre imposant des plus grands cerveaux mathématiques du monde, Andrew Wiles fait un rétablissement spectaculaire.

59. Collection De Nombres,théorème De Fermat Wiles Translate this page 23 juin 1993. andrew wiles. § Conférence annonçant la démonstrationdu théorème de Fermat. nov.1993. 25 oct.1994. andrew wiles. http://www.multimania.com/villemingerard/Addition/ThFermat.htm

Accueil Dictionnaire Rubriques Index ... M'écrire Édition du: Rubrique: Opérations sur les PUISSANCES Pythagore Fermat Démonstration du théorème Carré somme de cubes Sommaire de cette page APPROCHE THÉORÈME DE FERMAT - WILES HISTORIQUE DÉMONSTRATION - Principe GÉNÉRALISATION Pages voisines Fermat Nombre divisible par premiers Petit théorème de Fermat Partitions ... Théorie des nombres Grand théorème de Fermat ou Dernier Théorème de Fermat devenu Théorème de Fermat-Wiles PUISSANCE = SOMME DE 2 PUISSANCES IMPOSSIBLE, sauf pour les carrés Fermat dit qu'il en a la preuve Nombreux sont ceux qui se sont attaqués à la démonstration, en vain. Wiles a réussi, mais avec l'arsenal des outils mathématiques les plus avancés d'aujourd'hui. Sa démonstration fait des sauts dans divers mondes des mathématiques APPROCHE Pythagore : Il possible de trouver une infinité de cas pour Pythagore. Fermat : Exemple Mais à un près!!! Il n'existe pas de cas Fermat pour la puissance 3, comme pour toutes les autres plus grandes. THÉORÈME DE FERMAT - WILES FERMAT - WILES Formule La relation exprimée simplement: X n + Y n = Z n N'A AUCUNE Formulation précise Si n est un entier supérieur à 2

60. Article Modular elliptic curves and Fermat's Last Theorem. Author(s) wiles,andrew Journal Info Annals of mathematics. MAY 01 1995 v 141 n http://sudy_zhenja.tripod.com/russian/ferma_krivokon.html

From: "Igor Krivokon" Newsgroups: relcom.religion Subject: Re: ëÏÍÐØÀÔÅÒ ÄÏËÁÚÙ×ÁÅÔ ÓÕÝÅÓÔ×Ï×ÁÎÉÅ âÏÇÁ, áÌÌÁÈÁ Date: Wed, 31 Dec 1997 14:52:01 -0800 Dmitry V. Belyaev wrote in message ÂÙÌÁ ÄÏËÁÚÁÎÁ × 1994 ÇÏÄÕ ÐÒÏÆÅÓÓÏÒÏÍ Andrew Wiles ÉÚ ðÒÉÎÓÔÏÎÓËÏÇÏ "Modular elliptic curves and Fermat's Last Theorem", by Andrew Wiles, Title Modular elliptic curves and Fermat's Last Theorem. Author(s) Wiles, Andrew Journal Info Annals of mathematics. MAY 01 1995 v 141 n 3 É "Ring theoretic properties of certain Hecke algebras", by Richard Taylor and Andrew Wiles. ôÁËÖÅ ÓÍ. yahoo links: http://www.yahoo.com/Science/Mathematics/Problems/Fermat_s_Last_Theorem/ (ñ ÕÖÅ ÎÅ ÐÅÒ×ÙÊ ÇÏÄ ÕÄÉ×ÌÑÀÓØ, ÐÏÞÅÍÕ ÍÁÔÅÍÁÔÉËÉ ÉÚ xSU × ÐÏÄÁ×ÌÑÀÝÅÍ éÎÔÅÒÅÓÎÏ, ÞÔÏ ÐÏ ÓÌÏ×ÁÍ ÔÏÇÏ ÖÅ Andrew Wiles, ÄÏËÁÚÁÔÅÌØÓÔ×Ï ÜÔÏÊ ÔÅÏÒÅÍÙ Best wishes for a Happy New Year, Igor Krivokon

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

Page 3     41-60 of 91    Back | 1  | 2  | 3  | 4  | 5  | Next 20