Taniyama Yutaka Taniyama. Born 12 Nov 1927 in Kisai Yutaka Taniyama graduated fromthe University of Tokyo in 1953. He remained there as a special http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Taniyama.html
Extractions: Yutaka Taniyama graduated from the University of Tokyo in 1953. He remained there as a 'special research student', then as an associate professor. His interests were in algebraic number theory . He wrote Modern number theory (1957) in Japanese, jointly with G Shimura. Although they planned an English version, they lost enthusiasm and never found the time to write it before Taniyama's death. However they probably give the reason themselves in the 1957 preface:- We find it difficult to claim that the theory is presented in a completely satisfactory form. In any case, it may be said, we are allowed in the course of progress to climb to a certain height in order to look back at our tracks, and then to take a view of our destination. Taniyama's fame is mainly due to two problems posed by him at the symposium on Algebraic Number Theory held in Tokyo in 1955. (His meeting with Weil at this symposium was to have a major influence on Taniyama's work.) These problems form the basis of a conjecture :
Yutaka Taniyama Yutaka Taniyama. Yutaka Taniyama (? , November 12,1927 November 17,1958) was a Japanese mathematician. He is known for http://www.fact-index.com/y/yu/yutaka_taniyama.html
Extractions: Main Page See live article Alphabetical index Yutaka Taniyama November 12 November 17 ) was a Japanese mathematician . He is known for his Taniyama-Shimura conjecture Taniyama was born in Kisai, Saitama (north of Tokyo Japan . His first name was actually Toyo, but many people misinterpreted his name as Yutaka, and he came to accept that name. In high school, he became interested in mathematics inspired by Teiji Takagi 's modern history of mathematics. Taniyama studied mathematics at the University of Tokyo after the end of World War II , and here he developed a friendship with another student named Goro Shimura . He graduated in . He remained there as a 'special research student', then as an associate professor. His interests were in algebraic number theory . He wrote Modern number theory ) in Japanese , jointly with Goro Shimura. Although they planned an English language version, they lost enthusiasm and never found the time to write it before Taniyama's death. But before all, they were fascinated with the study of modular forms , which are objects that exist in complex space that are peculiar because of their inordinate level of symmetry Taniyama's fame is mainly due to two problems posed by him at the symposium on Algebraic Number Theory held in Tokyo in (His meeting with Weil at this symposium was to have a major influence on Taniyama's work). There he presented some problems that dealt with the relationship between modular forms and elliptic curves. He had noticed some extremely peculiar similarities between the two types of entities. Taniyama's observations led him to believe that every modular form is somehow matched up with some elliptic curve. Shimura later worked with Taniyama on this idea that modular forms and elliptic curves are linked and this form the basis of the
Encyclopedia Of Japanese History Version 0.3.2 Shozo; Tango Province; Tani Kanjo; Asakura Yoshikage; TaniyamaShimuraConjecture; taniyama yutaka; Tanizaki Junichiro; Tanuma Okitsugu; http://www.openhistory.org/jhdp/encyclopedia/
Extractions: Dictionaries: General Computing Medical Legal Encyclopedia Word: Word Starts with Ends with Definition The Taniyama-Shimura theorem establishes an important connection between elliptic curves In mathematics, elliptic curves are defined by certain cubic (third degree) equations. They have been used in the proof of Fermat's last theorem and they also find applications in cryptography (for details, see the article elliptic curve cryptography) and integer factorization. These curves are not ellipses: see elliptic integral for the origin of the term. Elliptic curves are non-singular, meaning they don't have cusps or self-intersections, and a binary operation can be defined for their points in a natural geometric fashion, thus turning the set of points into an abelian group. Click the link for more information. , which are objects from algebraic geometry Algebraic geometry is a branch of mathematics which, as the name suggests, combines abstract algebra, especially commutative algebra, with geometry. It can be seen as the study of solution sets of systems of algebraic equations . When there is more than one variable, geometric considerations enter, and are important to understand the phenomenon. One can say that the subject starts where equation solving leaves off, and it becomes at least as important to understand the totality of solutions of a system of equations as to find some solution; this does lead into some of the deepest waters in the whole of mathematics, both conceptually and in terms of technique.
Yutaka Taniyama - Enciclopedia Libre Translate this page Yutaka Taniyama. Yutaka Taniyama ( ?), (12 de noviembre de 1927,Kisai, Japón - 17 de noviembre de 1958) fue un matemático japonés. http://enciclopedia.us.es/index.php/Yutaka_Taniyama
Extractions: Registrarse/Entrar Ayuda Artículo de la Enciclopedia Libre Universal en Español Yutaka Taniyama 12 de noviembre de , Kisai, Japón 17 de noviembre de ) fue un matemático japonés . Es conocido por la conjetura de Taniyama-Shimura , que fue un factor importante en la demostración del Último teorema de Fermat En el instituto, se interesó por las matemáticas por inspiración de la historia moderna de las matemáticas de Teiji Takagi Taniyama estudió matemáticas en la Universidad de Tokio después de terminar la Segunda Guerra Mundial . Allí desarrolló una relación de amistad con otro estudiante, Goro Shimura . Se graduó en y permaneció allí como 'estudiante de investigación especial', y posteriormente como profesor asociado. Se interesó por la teoría algebraica de números . Escribió Teoría moderna de números ) en japonés , junto con Goro Shimura. Aunque pensaron en escribir una versión en inglés , perdieron entusiasmo y nunca tuvieron tiempo de escribirlo antes de la muerte de Taniyama. Pero, ante todo, los dos estaban fascinados por el estudio de las
Taniyama Translate this page taniyama yutaka, japonais, 1927-1958 Shimura Goro. Ce mathématicienjaponais (mort prématurément il se suicida) fut projeté http://www.sciences-en-ligne.com/momo/chronomath/chrono2/taniyama.html
Extractions: TANIYAMA Yutaka, japonais, 1927-1958 Shimura Goro de Fermat Andrew Wiles courbes elliptiques formes modulaires et les courbes elliptiques forme modulaire est, grosso modo, une fonction modulaire holomorphe . Une fonction modulaire est une fonction automorphe relativement au groupe modulaire substitutions modulaires p Pour en savoir plus
Yutaka Taniyama Yutaka Taniyama. Yutaka Taniyama was born in 1927 near Tokyo. Hisfirst name was actually Toyo, but many people misinterpreted his http://www.missouri.edu/~cst398/fermat/contents/taniyama.htm
Extractions: The work of these two mathematicians would later be known as the Taniyama-Shimura conjecture. This conjecture would provide a link between two different worlds that would allow mathematicians who studied one area to communicate with mathematicians who studied the other. In effect, a sort of mathematical "bridge" was being constructed by the conjecture. Taniyama and Shimura worked together to try to prove the conjecture, but they were not able to prove this most important observation. Tragically, in 1958, Taniyama committed suicide. Shimura continued working on the conjecture afterwards, determined to complete the work of his departed friend, but he could still not produce a proof. In 1984, the Taniyama-Shimura conjecture was linked to Fermat's Last Theorem by Gerhard Frey, a German mathematician. The Taniyama-Shimura conjecture was then proved in 1994 by Andrew Wiles. As a result of Wiles's proof, not only was Fermat's Last Theorem finally completed, but a number of other important theorems which were based on the Taniyama-Shimura conjecture were given a solid foundation, and the bridge between the world of elliptic curves and modular forms was completed.
Yutaka Taniyama Translate this page Yutaka taniyama yutaka Taniyama ( ?), 12-11-1927 - 17-11-1958)fue un matemático japonés. Es conocido por la conjetura http://www.guajara.com/wiki/es/wikipedia/y/yu/yutaka_taniyama.html
Extractions: Yutaka Taniyama ) fue un matemático japonés . Es conocido por la conjetura de Taniyama-Shimura, que fue un factor importante en la demostración del Último teorema de Fermat Taniyama nació en Kisai, en la prefectura de Saitama Japón En el instituto, se interesó por las matemáticas por inspiración de la historia moderna de las matemáticas de Teiji Takagi. Taniyama estudió matemáticas en la Universidad de Tokio después de terminar la Segunda Guerra Mundial . Allí desarrolló una relación de amistad con otro estudiante, Goro Shimura. Se graduó en y permaneció allí como 'estudiante de investigación especial', y posteriormente como profesor asociado. Se interesó por la teoría algebraica de números. Escribió Teoría moderna de números ) en japonés , junto con Goro Shimura. Aunque pensaron en escribir una versión en inglés , perdieron entusiasmo y nunca tuvieron tiempo de escribirlo antes de la muerte de Taniyama. Pero, ante todo, los dos estaban fascinados por el estudio de las formas modulares, que son objetos que existen en el espacio complejo y que son peculiares debido a su nivel de simetría. La fama de Taniyama se debe principalmente a los dos problemas que planteó en el simposio de Teoría Algebraica de Números que tuvo lugar en Tokio en (Su reunión con Weil en este simposio tendría una gran influencia en el trabajo de Taniyama). Allí, presentó algunos problemas que trataron sobre la relación existente entre las formas modulares y las curvas elípticas. Había notado algunas similitudes muy peculiares entre los dos tipos de entidades. Las observaciones de Taniyama le llevaron a creer que cada forma modular está relacionada con alguna curva elíptica. Shimura trabajó posteriormente con Taniyama sobre esta idea de que las formas modulares y las curvas elípticas estaban relacionadas, y esto forma la base de la conjetura de Taniyama-Shimura:
La Galerie De Portraits Des Mathématiciens Translate this page T. taniyama yutaka 1927-1958, TARTAGLIA (Niccolo FONTANA, dit) 1499-1557,TAYLOR Brook 1685-1731, TAYLOR Brook 1685-1731. TCHEBYCHEV http://trucsmaths.free.fr/images/matheux/matheux_complet.htm
Kimagure Orange College, Episode 30 - Remember Me It was first suggested by taniyama yutaka around 1955 and states that all semistableelliptic curves with rational coefficients are modular. Kakkoii ne*?! http://www.dhc.net/~stsai/koc/koc30.html
Extractions: **Mom Takashi: [To Chibi-Kyosuke.] B-be brave, Kyosuke! For your mother's sake! Akemi: [Weakly.] My babies...are they... Grandpa: [Also crying, but trying to be brave.] They're all right...they're going to be fine. Takashi: [Fighting back tears as he holds Akemi's hand.] If only we had more time...! Akemi: If only... [Tears in her eyes as she looks at her baby son.] If only...I could... [Hand slowly goes limp.] Grandpa: [With his hand on her forehead.] One day you will.... [A tear rolls down his cheek.] I promise. Chibi-Kyosuke: [Crying.] KAACHAN!!!! [Cut back to the present day in a restaurant. Grandpa motions for Kasuga to sit down, but Kasuga ignores him as he stands paralyzed with confusion. Sitting beside Grandpa and Grandma is a young woman slightly younger than Kasuga. Her long brown hair and delicate features contrast with the expression of absolute shock on Kasuga's pale face as the memories of the awful day from long ago echo in his mind.] Kasuga: [To himself.]
Online Encyclopedia - Yutaka Taniyama Andrew John Wiles bookmarks taniyama yutaka japonais, 1927-1958. http//chronomath.irem.univ-mrs.fr/chronomath/Taniyama.html Diophante d http://www.yourencyclopedia.net/Yutaka_Taniyama
Extractions: Yutaka Taniyama November 12 November 17 ) was a Japanese mathematician . He is known for his Taniyama-Shimura conjecture Taniyama was born in Kisai Saitama (north of Tokyo Japan . His first name was actually Toyo, but many people misinterpreted his name as Yutaka, and he came to accept that name. In high school, he became interested in mathematics inspired by Teiji Takagi 's modern history of mathematics. Taniyama studied mathematics at the University of Tokyo after the end of World War II , and here he developed a friendship with another student named Goro Shimura . He graduated in . He remained there as a 'special research student', then as an associate professor. His interests were in algebraic number theory . He wrote Modern number theory ) in Japanese , jointly with Goro Shimura. Although they planned an English language version, they lost enthusiasm and never found the time to write it before Taniyama's death. But before all, they were fascinated with the study of modular forms , which are objects that exist in complex space that are peculiar because of their inordinate level of symmetry Taniyama's fame is mainly due to two problems posed by him at the symposium on Algebraic Number Theory held in Tokyo in (His meeting with Weil at this symposium was to have a major influence on Taniyama's work). There he presented some problems that dealt with the relationship between modular forms and elliptic curves. He had noticed some extremely peculiar similarities between the two types of entities. Taniyama's observations led him to believe that every modular form is somehow matched up with some elliptic curve. Shimura later worked with Taniyama on this idea that modular forms and elliptic curves are linked and this form the basis of the
Chiba(75) yukihiko sakura city Chiba pref, JAPAN nishizawa takeshi chibashi, chibaken, JAPANsato tomoki urayasu city tiba pref, JAPAN taniyama yutaka ichikawa city http://www.walrus.com/~dawei/petitions/japan-chiba.html
Extractions: Japanese mathematician who was a colleague of Shimura who tragically died by his own hand while still at the peak of his creativity. His name is most widely known through the important Taniyama-Shimura conjecture which connects topology and number theory and includes Fermat's last theorem as a special case. This "conjecture" was finally proved in its entirety in 1999. Shimura References Hoffman, P. The Man Who Loved Only Numbers: The Story of Paul Erdos and the Search for Mathematical Truth. New York: Hyperion, p. 196, 1998. Shimura, G. "Yutaka Taniyama and His Time. Very Personal Recollections." Bull. London Math. Soc. Shimura, G. and Taniyama, Y. Complex Multiplication of Abelian Varieties and Its Applications to Number Theory. Tokyo: Mathematical Society of Japan, 1961.
Blank Entries From Eric Weisstein's World Of Scientific Biography Translate this page Richard Laurence Millington (1914-1994) Szalay, Sandor (1909-) Szilard, Leo (1898-1964)Tamm, Igor (1895-1971) taniyama, yutaka (1927-1958) Tarski, Alfred (1902 http://scienceworld.wolfram.com/biography/blank-entries.html
Yutaka Taniyama References yutaka taniyama and his time very personal recollections by GoroShimura, Bulletin of the London Mathematical Society 21 (1989) pp 186-196. http://uzweb.uz.ac.zw/science/maths/zimaths/taniyama.htm
