41. List Of Famous People At Rest In Tama Cemetry takagi,teiji, mathematician, 241-61-18. Tamiya,Torahiko, novelist, 26-1-32-13. Tayama ,Katai, novelist, 12-2-31-24. Togawa,Shukotu, critic, 21-1-24-16 http://at-ease.m78.com/tama/listp-z.htm

List P-Z Famous People at rest in Tama Cemetery Name Background address Saionji,Kinmochi prime minister Saito,Hidesaburo scholar of English literature Shimomura,Kanzan artist of Japanese painting Shimoyama,Sadanori governor of Japan National Railway Shinkai,Taketaro sculptor Shiratori,Seigo poet Shirayanagi,Shuko novelist,critic Shoda,Kenjiro mathematician Sorge ,Richard newspaper reporter Suzuki,Umetaro biochemist,discovered vitamin B1 Tagawa,Suiho cartoonist Takahashi,Korekiyo prime minister minster of finance Takagi,Teiji mathematician Tamiya,Torahiko novelist Tayama ,Katai novelist Togawa,Shukotu critic Togo,Heihachiro Admiral Tokonami,Takejiro bureaucrat.minister of domestic affairs Tokuda,Kyuichi organizer of social movement Tokudaiji,Sanetsune head officer of Emperor Tokunaga,Sunao novelist Tokutomi,Soho critic Tokugawa,Musei public entertainer Tominaga,Taro poet Tomonaga,Shinichiro scholar of theoretical physics Tosaka,Jyun philosopher,critic Tsukamoto,Yasushi architect Tsumura,Nobuo poet Uchida,Kousai Foreign Minister Uchida,Roan critic Uchimura,Kanzo

42. •æŠ‚è‚·‚Æ ‚½`‚Æ Translate this page teiji takagi, ? mathematician, 24-1-61-18. KOrekiyo Takahashi, · prime minister minster of finance, 8-1-2-16 http://at-ease.m78.com/tama/listta-to.htm

•æŠƒŠƒXƒg @@Ta,Chi,Tsu.Te.To@@@ Ž–¼ name Œo—ð background Teiji Takagi ”ŠwŽÒ mathematician KOrekiyo Takahashi Žñ‘ŠE‘ ‘Š prime minister minster of finance “c‰Í –Ai‚Œ©‘ò’‡‘¾˜Yj Suiho Tagawa –Ÿ‰æ‰Æ cartoonist ì‰Æ novelist “cŽR‰Ô‘Ü Katai Tayama ì‰Æ novelist ’· ŽOF Sanshu cho Š¿ŠwŽÒE‘‰Æ scholar of Chinese classics ’‘ºM•v Nobuo Tsumura Žl@poet ƒfƒBƒbƒNEƒ~ƒl Mine Dick ‰ÌŽè singer “c@Œ’Ž¡˜Y Kenjiro Den Š¯—»A­Ž¡‰Æ@bureaucrat,statesman “Œ‹½•½”ª˜Y Heihachiro Togo ŠCŒRŒ³ƒ Admiral ŒËìHœ Shukotu Togawa •]˜_‰Æ critic Musei Tokugawa “¿“c‹ ˆê Kyuichi Tokuda ŽÐ‰ï‰^“®‰Æ organizer of social movement “¿•x‘h•ô Soho Tokutomi •]˜_‰Æ critic “¿‰i@ ’¼ Sunao Tokunaga ì‰Æ novelist Š¯—»E“à‘Š bureaucrat.minister of domestic affairs “¿‘厛›‰‘¥ Sanetsune Tokudaiji ŒË”@  Jyun Tosaka “NŠwŽÒE•]˜_‰Æ philosopher,critic —˜ª@ˆê˜Y i‰¶“c@—Ç•jIchiro Tone ì‹È‰Æ music composer ’©‰iUˆê˜Y Shinichiro Tomonaga —˜_•¨—ŠwŽÒ scholar of theoretical physics •x‰i‘¾˜Y Taro Tominaga Žl@poet

43. April 2005 teiji takagi, 22 Michael Francis Atiyah, 23 Sheila Scott Macintyre. 24 Oscar Zariski, 25 Felix Christian Klein, 26 Ludwig Wittgenstein, 27 http://mathforum.org/~judyann/calendar/April2005.html

April 2005 Can you identify the pictured Mathematicians? Sunday Monday Tuesday Wednesday Thursday Friday Saturday Sophie Germain Paul Joseph Cohen Stanislaw Marcin Ulam Edouard Lucas Erik Ivar Fredholm Marshall Harvey Stone Charles Eugene Delaunay Henry Dudeney Andrew Wiles Isabel Maddison Paolo Frisi Christiaan Huygens Leonhard Euler Jerzy Neyman Etienne Bobillier Hsien Chung Wang Kiyoshi Oka Francesco Siacci Teiji Takagi Michael Francis Atiyah Sheila Scott Macintyre Oscar Zariski Felix Christian Klein Ludwig Wittgenstein Paul Albert Gordan Carl Friedrich Gauss A quotation for April: Marshall Stone (1903 - 1989) Quoted in D MacHale, Comic Sections (Dublin 1993) This calendar is available in a printable PDF format. Back to calendar page.

44. Yutaka Taniyama - Japanese Mathematician In high school, he became interested in mathematics inspired by teiji takagi s modern history of mathematics. Taniyama studied mathematics at the University http://www.japan-101.com/culture/yutaka_taniyama.htm

Home Tokyo Guide Travel Culture ... Next Yutaka Taniyama - Japanese mathematician Yutaka Taniyama 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 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 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.

45. Annals Of The Japan Association For Philosophy Of Science Philosophy of Science was founded in 1954 by the scientists and philosophers like Hideki Yukawa, Jyoichi Suezuna, teiji takagi and Torataro Shimomura. http://phsc.jp/en/

Annals of the Japan Association for Philosophy of Science About the Journal The Japan Association for Philosophy of Science Notes to Contributors Sample Issues About the Journal Annals of the Japan Association for Philosophy of Science is the official journal of the Japan Association for Philosophy of Science. It is published semiannually and deals with any topic in logic, methodology, and philosophy of science. Among topics currently being discussed in the journal are: foundations of mathematics, the interpretation of quantum mechanics, logic of belief revision, the nature of natural laws, and naturalized epistemology. The Journal plans to publish a series of articles surveying Japanese research in various fields relating to logic and foundations of mathematics in coming issues. There will be special issues of the Journal focusing on some topics in logic, methodology, and philosophy of science. Topics now under considerations include: foundations of social sciences, philosophy of computation, mathematical constructivism, philosophy of biology. The Japan Association for Philosophy of Science The Japan Association for Philosophy of Science was founded in 1954 by the scientists and philosophers like Hideki Yukawa, Jyoichi Suezuna, Teiji Takagi and Torataro Shimomura.

46. PSIgate - Physical Sciences Information Gateway Search/Browse Results teiji takagi Born 21 April 1875 in Kazuya Village (near Gifu), Japan Died 29 Feb 1960 in Tokyo, Japan Click the picture above to see two larger pictures http://www.psigate.ac.uk/roads/cgi-bin/search_webcatalogue2.pl?limit=1700&term1=

47. Teiji Yabe, "Draft Of Constitutional Revision" (Interim Report), October 3, 1945 1945, was crafted by teiji Yabe, a professor at the Imperial University of Tokyo, at the request of Sokichi takagi, the Deputy Chief Secretary of the http://www.ndl.go.jp/constitution/e/shiryo/01/027shoshi.html

Documents with Commentaries 1-16 Teiji Yabe, "Draft of Constitutional Revision" (Interim Report), October 3, 1945 Actual Title of Source Kenpo Kaisei Hoan (Chukan Hokoku) Yabe Kyoju An Showa Niju, Ju, San Date October 3, 1945 Document Number Diplomatic Records A' 3.0.0.2-2 "Certain Examination Materials Regarding Reforms to the Imperial Constitution (Volume 2)"<GAI-1, Reel No. A'-0092> Repository (reproduction) National Diet Library Repository Ministry of Foreign Affairs Note Microfilm

48. Background On 2002 Fields And Nevanlinna Awardees Other reciprocity laws that apply in more general situations were discovered by teiji takagi and by Emil Artin in the 1920s. One of the original motivations http://www.ams.org/ams/fields2002-background.html

Background on 2002 Fields and Nevanlinna Awardees Laurent Lafforgue Laurent Lafforgue has made an enormous advance in the so-called Langlands Program by proving the global Langlands correspondence for function fields. His work is characterized by formidable technical power, deep insight, and a tenacious, systematic approach. The Langlands Program, formulated by Robert P. Langlands for the first time in a famous letter to Andre Weil in 1967, is a set of far-reaching conjectures that make precise predictions about how certain disparate areas of mathematics might be connected. The influence of the Langlands Program has grown over the years, with each new advance hailed as an important achievement. One of the most spectacular confirmations of the Langlands Program came in the 1990s, when Andrew Wiles's proof of Fermat's Last Theorem, together with work by others, led to the solution of the Taniyama-Shimura-Weil Conjecture. This conjecture states that elliptic curves, which are geometric objects with deep arithmetic properties, have a close relationship to modular forms, which are highly periodic functions that originally emerged in a completely different context in mathematical analysis. The Langlands Program proposes a web of such relationships connecting Galois representations, which arise in number theory, and automorphic forms, which arise in analysis. The global Langlands correspondence proved by Lafforgue provides this complete understanding in the setting not of the ordinary numbers but of more abstract objects called function fields. One can think of a function field as consisting of quotients of polynomials; these quotients can be added, subtracted, multiplied, and divided just like the rational numbers. Lafforgue established, for any given function field, a precise link between the representations of its Galois groups and the automorphic forms associated with the field. He built on work of 1990 Fields Medalist Vladimir Drinfeld, who proved a special case of the Langlands correspondence in the 1970s. Lafforgue was the first to see how Drinfeld's work could be expanded to provide a complete picture of the Langlands correspondence in the function field case.

49. Teiji Takagi Université Montpellier II Translate this page teiji takagi (1875-1960). Cette image et la biographie complète en anglais résident sur le site de l’université de St Andrews Écosse http://ens.math.univ-montp2.fr/SPIP/article.php3?id_article=1871

50. Mathematics And Computer Education: HONORS CLASS: HILBERT'S PROBLEMS AND THEIR S Some of the major contributors mentioned are Max Dehn, Herbert Busemann, Andrew Gleason, Alexander Gelfond, teiji takagi, Emil Artin, Vladimir Arnold, http://www.findarticles.com/p/articles/mi_qa3950/is_200501/ai_n11826154

@import url(/css/us/style1.css); @import url(/css/us/searchResult1.css); @import url(/css/us/articles.css); @import url(/css/us/artHome1.css); Advanced Search Home Help IN free articles only all articles this publication Automotive Sports 10,000,000 articles - not found on any other search engine. FindArticles Mathematics and Computer Education Winter 2005 Content provided in partnership with 10,000,000 articles Not found on any other search engine. Featured Titles for ASA News ASEE Prism Academe African American Review ... View all titles in this topic Hot New Articles by Topic Automotive Sports Top Articles Ever by Topic Automotive Sports HONORS CLASS: HILBERT'S PROBLEMS AND THEIR SOLVERS, THE Mathematics and Computer Education Winter 2005 by Arney, Chris Save a personal copy of this article and quickly find it again with Furl.net. It's free! Save it. THE HONORS CLASS: HILBERT'S PROBLEMS AND THEIR SOLVERS by Benjamin H. Yandell A. K. Peters, 2002, 486 pp. The volume begins with a profile of David Hubert and a detailed account of the center of mathematics in 1900, University of G¶ttingen in Germany. The book then moves on to the presentation of the problems and their solvers. The foundational problems involving set theory, with great work performed by Georg Cantor, Paul Cohen, Julia Robinson, and Kurt G¶del, are described and chronicled. Yandell continues with well-documented descriptions of groups of problems in various categories including geometry, algebra, mechanics, number theory, and analysis. Some of the major contributors mentioned are Max Dehn, Herbert Busemann, Andrew Gleason, Alexander Gelfond, Teiji Takagi, Emil Artin, Vladimir Arnold, Masayoshi Nagata, Jules Henri Poincar©, and Andrei Kolmogorov. Yandell includes these mathematicians and many others in his Yandell's Honors Class, and he provides us with details of their work and summaries of their lives.

51. Principal Ideal: Information From Answers.com of Dedekind domains) in number theory, and led to the development of class field theory by teiji takagi, Emil Artin, David Hilbert, and many others. http://www.answers.com/topic/principal-ideal

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 principal ideal Wikipedia principal ideal In Ring theory , a branch of abstract algebra , a principal ideal is an ideal I in a ring R that is generated by a single element a of R More specifically: a left principal ideal of R is a subset of R of the form R a r a r in R a right principal ideal is a subset of the form a R a r r in R a two-sided principal ideal is a subset of the form R a R r a r r n a r n r r r n r n in R If R is a commutative ring , then the above three notions are all the same. In that case, it is common to write the ideal generated by a as ( a Not all ideals are principal. For example, consider the commutative ring C x y ] of all polynomials in two variables x and y , with complex coefficients. The ideal ( x y ) generated by x and y , which consists of all the polynomials in C x y ] that have zero for the constant term , is not principal. To see this, suppose that p were a generator for ( x y ); then

52. List Of Japanese People: Information From Answers.com Kodaira Kunihiko Kunihiko Kodaira Kenkichi Iwasawa Mikio Sato Yoneda Nobuo Kowa Seki teiji takagi Mori Shigefumi Goro Shimura http://www.answers.com/topic/list-of-japanese-people

showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping List of Japanese people Wikipedia List of Japanese people This is a list of Japanese people that are famous. All names are in Japanese order, with the surname before the given name. Actors Kawashima Azumi Kimiko Ikegami Hajime Iwatani Saburo Ishikura Kaga Takeshi Bunko Kanazawa ... Toshiro Mifune Kichiemon Nakamura Kotaro Satomi Hideki Takahashi Reiko Takashima Ken Watanabe See also: List of Japanese actors List of Japanese actresses List of Seiyu (Japanese voice actors), List of Japanese Comedians Artists Rumiko Takahashi Hiroshige Hokusai Kano Eitoku ... Takeuchi Naoko Takamura Koun Tezuka Osamu See also: List of Manga-ka Kano school Athletes Akebono Yoshiro Asai Date Kimiko Sho Funaki Inamoto Junichi Ito Midori ... Kozo Takeda Genki Sudo See also: List of Japanese baseball players List of Yokozuna Authors See: List of Japanese authors Educators Fukuzawa Yukichi Yoshiaki Iida Mori Arinori Yukio Tsuda ... Shigeho Wada Emperors See: List of Japanese Emperors Entrepreneurs Joi Ito Yataro Iwasaki Soichiro Honda Genichi Kawakami ... Konosuke Matsushita Takatoshi Mitsui Akio Morita Kokichi Mikimoto Eiji Toyoda Torakusu Yamaha ... Zenjiro Yasuda Filmmakers Kurosawa Akira Honda Ishiro Miyazaki Hayao Kitano Takeshi ... Ozu Yasujiro See also: List of Japanese Directors Historians Kanda Nobuo Maruyama Masao Naito Torajiro Military leaders Pre-modern See List of samurai for all leaders with samurai status. See

53. Viva Origino No. 30 Vol. 4, 2002 December There are plaques for teiji takagi (Mathematician), Kotaro Honda (Physicist) The first two plaques are for teiji takagi (Mathematician) and Kotaro Honda http://www.origin-life.gr.jp/3004/3004229/3004229.html

Kaoru Harada Email:babna800@jtk.zaq.ne.jp J. J. Berzelius (Fig. 89) was a famous Swedish chemist. He contributed much to the development of modern chemistry on the following subjects : [Discovery of elements, nomenclature of elements, elemental signs, atomic weights of elements, allotrope, concept of catalyst and isomer]. The accurate measurements of atomic weight based on the R. Boyl's atomic theory were his great contribution to chemistry in the first half of the 19th century. E. Mitscherlich (Fig. 90) was a German chemistry professor at Berlin University. When he was young, he studied abroad at Berzelius's laboratory. He studied on crystals and proposed "a rule of isomorphism of crystals". He recognized periodic property of elements, and also catalytic activity in a chemical reaction. J. Liebig (Fig. 91) Fig. 90 Photograph of Eilhardt Mitscherlich (1794-1863). Fig. 91 Profile of Justus Liebig made of copper plate (1803-1873). M. E. Chevreul (Fig. 92, 93, 1786-1889) was a French chemist. He was a specialist of dye materials and dyeing, and also of the chemistry of animal fat. He discovered that animal fats were glycerol ester (glyceride) of higher fatty acids. Chevreul was interested in natural philosophy on the elements in chemistry. He has been famous of his long lived life, and he was a active research chemist until his death at the age 103 years old. E. O. Beckmann (Fig. 95, 96, 1853-1923)

54. Symmetries Of Period-Doubling Maps The takagiLandsberg curve was explored by teiji takagi, circa 1903 as an example of a continuous-everywhere, differentiable-nowhere curve Man88,Tak1903. http://linas.org/math/chap-takagi/chap-takagi.html

Symmetries of Period-Doubling Maps Date: 12 October 2004 (revised 3 July 2005) Abstract: The concept of self-similarity is central to the notion of a fractal, but the actual symmetry group that generates that self-similarity is oddly rarely named, and it seems fractals are almost never studied according to their symmetries. Yet, in other branches of mathematics and physics, it is well understood that symmetry provides a powerful mechanism for understanding systems. Indeed, for dynamical systems, symmetries lead to conserved quantum numbers and conserved currents. In this paper, we identify the symmetry group of period-doubling maps as being a semigroup subgroup of the Modular Group . To anchor this assertion, we work out an explicit, exactly-solvable fractal curve, the Takagi or Blancmange Curve, as transforming under the three-dimensional representation of the (semigroup of the) Modular Group. By replacing the triangular shape that generates the Blancmange curve with a polynomial, we find that the resulting curve transforms under the n+2 dimensional representation of the semigroup, where n is the degree of the polynomial. We also find that the (ill-defined) derivative of the Blancmange curve is essentially the (inverse of the) Cantor function, thus demonstrating the semigroup symmetry on the Cantor Set as well. In fact, any topologically conjugate map will transform under the three-dimensional representation. We then show how all period-doubling maps can demonstrate the semigroup symmetry, which is essentially an outcome of the dyadic representation of the semigroup.

55. JPSJ Online : Table Of Contents 31P Nuclear Magnetic Relaxation Studies of the Dynamical Magnetic Behavior of UP Shigeru takagi, Norio Niitsuma, teiji Yoshida and Tadao Kasuya http://jpsj.ipap.jp/journal/JPSJ-56-7.html

Table of Contents Journal of the Physical Society of Japan Vol.56 No.7, July, 1987 LETTERS Nonlinear Slow Fluctuation in Magnetic Ordering of CoCl Motohiro Matsuura, Yasunaga Endoh, Takashi Kataoka and Youichi Murakami Quasilinear Electron Heating by Electrostatic Electron Cyclotron Harmonic Waves in a Plasma Masao Sugawa Saturated Island Width in Tokamak with External Helical Perturbation Hiroshi Yamada and Zensho Yoshida Neutron Diffraction Study on the Low-Temperature Monoclinic Form of PrCu Equilibrium Crystal Shape:Two Dimensions and Three Dimensions Noriko Akutsu and Yasuhiro Akutsu Existence of Mobility Edge in Amalgamation Bands of Mixed Crystals Quantum Size Effect of Cu Small Particles in Magnetic Field Shun-ichi Kobayashi and Shingo Katsumoto Fine Tuning of Metal-Insulator Transition in Al Ga As Using Persistent Photoconductivity Shingo Katsumoto, Fumio Komori, Naokatsu Sano and Shun-ichi Kobayashi Pt Knight Shift in the Heavy Fermion Superconductor UPt Yoh Kohori, Takao Kohara, Hirofumi Shibai, Yasukage Oda, Tetsuyuki Kaneko, Yoshio Kitaoka and Kunisuke Asayama Copper Pairs of d Fusayoshi J.Ohkawa

56. JPSJ Online : Table Of Contents 10971104 27Al Nuclear Magnetic Relaxation Studies of Spin Fluctuation in UAl2 Shigeru takagi, Tamotsu Homma, teiji Yoshida, Takemi Komatsubara and http://jpsj.ipap.jp/journal/JPSJ-60-3.html

Table of Contents Journal of the Physical Society of Japan Vol.60 No.3, March, 1991 LETTERS General Physics On the Casimir Invariant of Hamiltonian Fluid Mechanics Yuhji Kuroda Propagation of a Soliton and a Nonlinear Self-Localized State in a One-Dimensional Disordered Nonlinear Lattice Shozo Takeno and Shigeo Homma Fluids, Plasmas, and Electric Discharges Stationary Solution of Coupled Electron Hole and Ion Soliton in a Collisionless Plasma Koichi Saeki and J. Juul Rasmussen Condensed Matter: Structure, etc. Phase Transition of Ni(C H N NO ... Studied by Differential Scanning Calorimetry Minoru Fukui and Taturu Yosida Condensed Matter: Electronic Properties, etc. The Holon-Spinon Operator Formalism Sadao Nakajima Comparison between Optical Conductivity Spectrum and Band Structure in LaB Shin-ichi Kimura, Hisatomo Harima, Takao Nanba, Satoru Kunii and Tadao Kasuya Wave Functions around the Injector of the Two-Dimensional Electron System Atsunobu Nakamura, Yukio Maki and Ayao Okiji A New Dense-Kondo Compound CeNiAl Toshio Mizushima, Yosikazu Isikawa, Akihiro Maeda, Kazunori Oyabe, Katsunori Mori, Kiyoo Sato and Kazuo Kamigaki A New Mass-Enhanced Ferromagnet: U PtSi Noriaki Sato, Masaki Kagawa, Katsunori Tanaka, Naoya Takeda, Takeo Satoh, Shinichi Sakatsume and Takemi Komatsubara

57. Biografía De Emil Artin Translate this page En 1920, teiji takagi publicó sus trabajos fundamentales sobre su teoría de las clases de campos que había construido en base a un hecho notable que había http://www.astrocosmo.cl/biografi/b-e_artin.htm

Emil Artin Nacido el 03 de marzo de 1898, en Viena, Austria, Fallecido el 20 de diciembre de 1962, en Hamburgo, Alemania. Emil Artin , llevaba el mismo nombre de su padre quién era un comerciante en piezas de arte. Su madre, Emma Laura-Artin, era una cantante de ópera. Quizá, por el antecedente de sus padres, la vida de Artin estuvo marcada por un gran amor por las artes y la música, sólo igualado por su pasión por las matemáticas. Fue criado en la ciudad de Reichenberg, en la Bohemia, que era entonces parte del Imperio Austriaco. Aunque en la actualidad la ciudad de Reichenberg se llama Liberec, y se encuentra ubicada en el norte de la República Checa, en el tiempo en que Emil fue educado allí el principal idioma que se hablaba era el alemán. Como se trataba de una ciudad industrial textil, a menudo se le denominaba como «la Manchester Bohemia ». La niñez de Artin no fue particularmente feliz, ya que siempre lo embargaba, como él lo mencionó más de una vez, una profunda soledad. De niño, no se encontraba atraído por las matemáticas, como generalmente no ocurre con la mayor parte de los matemáticos, y hasta la edad de dieciséis años, no le prestó más atención que la que le otorgaban el resto de sus compañeros de escuela. Más aún, hasta esa edad no mostró ningún talento en particular para esa disciplina; al menos esa era su propia opinión que el mismo exponía sobre su época de escolar. En ese período de escolaridad, Artin mostraba un mayor talento y atracción por la química. Pero el cambio se produce cuando cursa sus dos últimos años de escuela en Francia, los que considera como los días más felices de su escolaridad. Esos años corresponden al período de su vida en que se despierta en él su atracción por las matemáticas.

58. Stadtarchiv Göttingen, Personen, Gedenktafeln takagi, teiji Mathematiker 1900-1901 (Kreuzbergring 15); Tammann, Gustav Chemiker 1908-1930 (Bürgerstraße 50); Thaer, Albrecht http://www.stadtarchiv.goettingen.de/texte/gedenktafeln_t.htm

Die Jahreszahlen geben die Wohnzeit an der Gedenktafel-Adresse an. Kurzbiografien der Personen finden Sie in dem Buch A B C D ... Z Taft , William Howard Takagi , Teiji Mathematiker (Kreuzbergring 15) Tammann , Gustav Chemiker Thaer , Albrecht Daniel Professor der Landwirtschaft Thibaut , Bernhard Friedrich Mathematiker , Johann Heinrich Rechtsgelehrter Thomas , Karl Biochemiker Ticknor , George amerikanischer Literarhistoriker Tieck , Johann Ludwig Dichter Tollmien , Walter Physiker Treitschke , Heinrich von Historiker und politischer Schriftsteller Trott zu Solz , Adam von (Theaterplatz 5) Tychsen , Thomas Christian Orientalist Tychsen , Cecilie "Die bezauberte Rose" A B C D ... Impressum

59. Calculus Segey Vasilyevich Rakhmaninov 18731943 Arnold Schönberg 1874-1951; Henri Legesgue 1875-1941; teiji takagi 1875-1960 Maurice Joseph Ravel 1875-1937 http://www.math.h.kyoto-u.ac.jp/~takasaki/soliton-lab/chron/calculus.html

Calculus Mathematicians Who Developed Calculus ... and Contemporary Composers Archimedes 287?-212 B.C. John Wallis Blaise Pascal Robert Hooke Isaac Newton Takakazu Seki Gottfied Wilhelm Freiherr von Leibniz Michel Rolle Jakob Bernoulli Henry Purcell Katahiro Takebe Johann Bernoulli Abraham de Moivre Antonio Vivaldi Brook Taylor Johan Sebastian Bach Domenico Scarlatti James Stirling Colin Maclaurin Daniel Bernoulli Leonhard Euler Jean le Rond d'Alembert Franz Joseph Haydn Joseph Louis Lagrange Pierre Simon Laplace Wolfgang Amadeus Mozart Jean-Baptiste-Joseph Fourier Ludwig van Beethoven Carl Friedrich Gauss Friedrich Wilhelm Bessel Augustin Louis Cauchy Ottorino Respighi Gioacchino Rossini George Green Franz Peter Schubert Niels Henrik Abel Hector Berlioz Carl Gustav Jacob Jacobi Gustav Lejeune Dirichlet Felix Mendelssohn Robert Alexander Schumann Ludwig Otto Hesse Franz Liszt Richard Wagner Giuseppe Verdi Karl Theodor Wilhelm Weierstrass Bedrich Smetana Anton Bruckner Johan Strauss II Georg Friedrich Bernhard Riemann Julius Wilhelm Richard Dedekind Johannes Brahms Camille Saint-Saens George Bizet Modest Petrovich Mussorgsky Peter Ilyich Tchaikovsky Antonin Dvorak Herman Amandus Schwarz Edvard Hagerup Grieg Nicolai Rimsky-Korsakov Gustav Mahler Claude Achille Debussy Richard Strauss Jean Siberlius Segey Vasilyevich Rakhmaninov Henri Legesgue Teiji Takagi Maurice Joseph Ravel Guido Fubini Bela Bartok Zoltan Kodaly Igor Feodorovich Stravinsky Anton von Webern Alban Berg Mathematicians' data are extracted from Kazuo Okamoto's latest textbook of calculus "Bibun-Sekibun Dokuhon" (Asakura Shoten, in Japanese) and from MSJ "Mathematical Encyclopedia" 3rd edition (Iwanami Shoten).

60. SVT English Title Series Search Result 1, 4431-70057-9, teiji takagi COLLECTED PAPERS, S. Iyanaga, K. Iwasawa, K. Kodaira, K. Yosida, Published. 1990/08, 18000 391 1 http://www.springer-tokyo.co.jp/cgi-bin/svtSeriesETitle.pl?LINK_FROM=S&SERCD=CCO

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