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         Japanese Mathematicians:     more detail
  1. Japanese Mathematicians: Heisuke Hironaka, Goro Shimura, Teiji Takagi, Seki Kowa, Toshikazu Sunada, Yozo Matsushima, Kunihiko Kodaira
  2. The Contributions of Japanese Mathematicians since 1950: An entry from Gale's <i>Science and Its Times</i> by P. Andrew Karam, 2001
  3. Mikio Sato, A Great Japanese Mathematician of the Twentieth Century by Raymond Chan, 1999-11-01
  4. Keep A Straight Face Of Mathematicians (KODANSHA NOBERUSU) Japanese Language Book by Hirotsugu Mori, 1996
  5. A Young American Mathematician (Shincho Paperback) Japanese Language Book by Masahiko Huzihara, 1981
  6. Sugaku no saiten: Kokusaisugakushakaigi (Japanese Edition) by D.J. Albers, G.L. Alexanderson, et all 1990-01-01

21. Multimedia Technology For Mathematics And Computer Science Education
Japanese mathematicians would say Look and prove! . Our Sangaku collection. We have developed some Sangaku problems visualized with JavaView Sangaku 1 Three circles inscribed in a
http://www.fmi.uni-sofia.bg/projects/daad/sangaku/index.html

Project Home
Overview Introduction Management Partners Belgrade (Univ) Belgrade (SANU) Berlin (ZIB) Budapest (Univ) ... Sofia (Univ) Related Sites JavaView EMIS in Beograd Online Textbook WinGCLC
Multimedia Technology for Mathematics and Computer Science Education
A project within the DAAD-Sonderprogramm “Akademischer Neuaufbau Südosteuropa” in the framework of the Stability Pact for South Eastern Europe
What is Sangaku?
"Sangaku" (mathematical tablets) are old traditional Japanese geometric problems, which were written on tablets and hung down from the roofs of shrines. Sangaku are simple, demonstrated only with drawings, not formulas. Japanese mathematicians would say: "Look and prove!".
Our Sangaku collection
We have developed some Sangaku problems visualized with JavaView: Back to main page

22. Role Of Mathematics In Cancer Research: Attitudes And Training Of Japanese Mathe
Role of mathematics in cancer research attitudes and training of Japanese mathematicians. Role of mathematics in cancer research attitudes and training of Japanese mathematicians.
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC1637949/
window.name="mainwindow"; initRedirectClicks('/pmc/extredirect/') Journal List Environ Health Perspect v.32; Oct 1979
Formats:
Environ Health Perspect. 1979 October; PMCID: Research Article Role of mathematics in cancer research: attitudes and training of Japanese mathematicians. Abstract An extensive survey of attitude towards scientific information of scientists in Japan was conducted in Japan. It was published in a technical report, and this survey is reviewed in this paper, with the hope that this will furnish findings important in working out the plan for promoting exploitation of mathematical talent in biomedical research. Findings are concordant with the impression of foreign visitors: (1) pure mathematicians tend to concentrate on mathematics only; (2) applied mathematics and statistics are heavily oriented toward industry; (3) mathematicians and pharmacologists are very different in their attitudes to scientific information. Based on the personal experience of the author, difficulties to be circumvented in utilizing aptitudes for mathematics and/or statistics in biomedical research are discussed. Full text Full text is available as a scanned copy of the original print version. Get a printable copy (PDF file) of the

23. Wasan - Encyclopedia Article - Citizendium
In a fairly isolated state, the Japanese mathematicians were able to make brilliant new discoveries in areas rarely attributed to a nonWestern scholarship, sometimes outpacing
http://en.citizendium.org/wiki/Wasan
Wasan
From Citizendium, the Citizens' Compendium
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This is a draft article , under development and not meant to be cited; you can help to improve it. These unapproved articles are subject to edit intro
Contents
  • Mathematics during the Asuka and Nara periods Wasan during the Edo period
    • How wasan was expressed Types of problems ... Higher mathematics in pre-modern Japan , also known as wasan (ĺ’Śç®—), flourished during the Edo period from the early 17th to the late 19th centuries. It had its origins in the Chinese mathematical texts which were acquired by the Japanese during their invasions of Korea in the late 16th century. In a fairly isolated state, the Japanese mathematicians were able to make brilliant new discoveries in areas rarely attributed to a non-Western scholarship, sometimes outpacing their Western counterparts. Studies of Japanese mathematics were prompted by the introduction of Western mathematics to Japan and the subsequent decline of wasan during the latter half of the 19th century. Despite the steady increase in the number of articles published in Japanese since the 1920s, the subject remained at the backstage because of postwar-Japan’s scientific national policy. This changed in the recent years with the revisionist historians who have sought to contradict the

24. Unicode Mail List Archive: Re: Hexatridecimal Internationalisation
Couldn't imagine Japanese mathematicians using kana (whether iroha or a-u-i-e-o order). In any case, no good asking the character coding community, you need to
http://www.unicode.org/mail-arch/unicode-ml/y2007-m06/0131.html
Re: hexatridecimal internationalisation
From: Asmus Freytag ( asmusf@ix.netcom.com
Date: Wed Jun 20 2007 - 00:52:28 CDT
  • Next message: Jeroen Ruigrok van der Werven: "Re: what does "internationalized" mean?" On 6/19/2007 7:00 PM, JFC Morfin wrote:
    Probably neither an established choice, nor existing solutions.
    But that's the answer you don't seem to want to hear from anyone.
    For Arabic, you can find information on the web (search for Arabic math
    and Unicode and you'll likely get some useful link about math use) You
    will see that there are some special issues in using arabic letters in
    math - not to mention that your mixed letter/digit expressions will not
    layout correctly in bidi unless you take special steps beyond pure plain
    text.
  • 25. Famous Mathematicians (Reference) - TeacherVision.com
    Discover a list of some of the great mathematicians through history. It offers dates, ethnic origins, and major fields of study.
    http://www.teachervision.fen.com/mathematicians/resource/4360.html
    var do_survey = 1; click here Free Trial Member Benefits Sign In Oct 31, 2010 Search: United States Social Studies Persons Mathematicians (13 resources)
    FREE Reference - st of 5 Free Items
    View 4 more resources at no cost, and then subscribe for full access. Share
    Famous Mathematicians
    From Hands-On Math Projects with Real-Life Applications The following list contains some of the great mathematicians through history. It offers dates, ethnic origins, and major fields of study.
    Ahmes (about 1650 B.C.); Egyptian; Geometry.
    :: PRINTER FRIENDLY
    Join TeacherVision
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    What does your school need? Show us. Tell us. Your school could win up to $100,000.

    26. The Contributions Of Japanese Mathematicians Since 1950 - Science And Its Times:
    The Contributions of Japanese Mathematicians since 1950 find Science and Its Times Understanding the Social Significance of Scientific Discovery articles. div id= bedoc
    http://www.highbeam.com/doc/1G2-3408504255.html?key=01-42160D527E1B10691B0F021B0

    27. Gossips And Rumors
    Gossips and Rumors among Japanese Mathematicians We thank the speakers and the audiences who attended the workshop NORTh 4 . I have enjoyed every lecture, and the series of
    http://rtweb.math.kyoto-u.ac.jp/topicse.html
    Gossips and Rumors among Japanese Mathematicians...
    • We thank the speakers and the audiences who attended the workshop NORTh 4 . I have enjoyed every lecture, and the series of lectures given by Professors Manivel and Sommers were just wonderful. Prof. Manivel introduced
      Vogel 's idea of universal Lie algebra,
      which seems wild (and at the same time very attractive) to me. There are three lines in the projective plane; on one of which sl_n lives, on another one sp_n and so_n live. On the other line, all the exceptional Lie algebras including so_8 and sl_3 live. Their intersections are sl_2=sp_1 , so_8 and sl_3! Also, between E_7 and E_8, there lives E he told. [Thu Mar 4 14:13:00 JST 2004] The newest issue of Ramanujan Journal is
      Rankin Memorial Issues.
      Many experts of the theory of automorphic forms contribute the issue. [Thu Oct 30 09:06:43 JST 2003]
      Susumu Ariki (RIMS) won the 2003 Autumn Prize of Japanese Mathematical Society.
      Congratulation!
      Also, Minoru Ito (Kyoto Univ.) won Takebe prize. [Mon Sep 29 18:14:37 JST 2003] Prof. Armand Borel died last August (2003/8). May his soul rest in peace.

    28. SANGAKU
    Since 1996 During the Edo period (16031867) Japan was cut off from the western world. But learned poeple of all classes ,from farmers to samurai, produced theorems in Euclidean
    http://www.wasan.jp/english/index.html
    Since 1996 During the Edo period (1603-1867) Japan was cut off from the western world. But learned poeple of all classes ,from farmers to samurai, produced theorems in Euclidean geometry. These theorems appeared as beautifully colored drawings on wooden tablets which were hung under one of the roof in the precincts of a shrine or temple. The tablet was called a SANGAKU which means a mathematics tablet in Japanese. Many skilled geometers dedicated a SANGAKU in order to thank the god for the discovery of a theorem. The proof of the proposed theorem was rarely given. This was interpreted as a challenge to other geometers, "See if you can prove this." In two hundred years, some shrines and temples have been abandoned or destroyed, and the SANGAKU they had no longer exist. But about 820 SANGAKUs have survived , and some of them can be seen in the HOME PAGE. I would like to send some image files of SANGAKUs by the Internet because SANGAKU is one of the customs left only in Japan. References :
    T. Rothman "Japanese Temple Geometry" SCIENTIFIC AMERICAN May 1998

    29. RIMS, An Institute For Japan And The World, Volume 51, Number 2
    It is easy for Japanese mathematicians to apply to organize such meetings at RIMS, and the success rate for applications is high. Decisions are made each January by the RIMS
    http://www.ams.org/notices/200402/fea-rims.pdf

    30. Sangaku Problem -- From Wolfram MathWorld
    During the time of isolation, Japanese mathematicians developed their own traditional mathematics, which, in the 1850s, began giving way to Western methods.
    http://mathworld.wolfram.com/SangakuProblem.html

    31. What Is A Mathematician?
    Japanese mathematicians were less enthralled, however, so Fukagawa started contacting geometers in
    http://fatbread.com/marybrann/images/article1143.html
    Japanese mathematicians were less enthralled,
    however, so Fukagawa
    started contacting geometers in other countries. His search led to a number of ... From the problems set, we can determine what were the major interests of Old Babylonian mathematicians. First, it should be noted that most of these tablets ... The bone is also a lunar phase counter, which suggest that African women were the first mathematicians since keeping track of menstrual cycles requires a
    Major: ... Instead, Greek mathematicians were
    Degree: more focused on geometry, and used geometric methods
    Age: to solve problems that you
    might use algebra for. ... Prominent among these were The Fifth Book of Euclid Treated Algebraically (1858 and ... A short
    Language: biography of Dodgson as Mathematician. Just the basics. ... This paper should be What If Mathematicians
    Were Asked To Design Bombs. Professor J. D. Fields, a Canadian mathematician who was secretary of the 1924 Congress, later donated funds establishing the
    medals which were named in his ... A physicist and engineer and a mathematician were sleeping in a hotel room when a fire broke out in one corner of the room. Only the

    32. Cool Science Facts: Pi
    In 2002, frantic Japanese mathematicians used a supercomputer to accurately compute pi to 1,241,100,000,000 digits. Based on all this effort, you might assume that it'd be
    http://www.coolsciencefacts.com/2006/pi.html
    A weekly dollop of scientific perspective by Drew Olbrich. Don't forget to check out my personal web site . Please send feedback to csfacts4 at traipse.com October 11, 2006 Pi digg_url = 'http://digg.com/general_sciences/Pi_is_cool'; The number pi is the ratio between the circumference of a circle and its diameter. It's approximately equal to 3.14159265, although the digits go on forever. Some mathematicians are obsessed with computing pi to more and more digits. In the year 1610, a German mathematician computed pi to 35 digits. In 1789, a Slovene mathematician computed pi to 140 digits. This was all done by hand, in poorly heated houses. An English amateur mathematician spent 20 years calculating pi to 707 digits, finishing in 1873. 71 years later, it was discovered that he had made a mistake at the 528th digit, and all the digits following it were wrong. In 2002, frantic Japanese mathematicians used a supercomputer to accurately compute pi to 1,241,100,000,000 digits. Based on all this effort, you might assume that it'd be useful to know a trillion digits of pi. However, if you had a circle the size of the observable universe, and you wanted to compute its circumference with an accuracy equal to the size of a proton, the number of digits of pi that you'd need is only 43.

    33. JAPANESE MATHEMATICS
    This information has been digitized for use in the Ethnomathematics Digital Library (EDL), a program of Pacific Resources for Education and Learning (PREL).
    http://www.ethnomath.org/resources/okumura2001.pdf

    34. Boolean Algebra Definition
    Study of mathematical operations performed on certain variables (called binary variables) that can have only two values true (represented by 1) or false (represented by 0).
    http://www.businessdictionary.com/definition/Boolean-algebra.html

    35. CiNii Article -  Frequency Distribution Analysis Of A Survey On English Educat
    Frequency Distribution Analysis of a Survey on English Education and Attitudes of Japanese Mathematicians
    http://ci.nii.ac.jp/naid/110000187702/en
    CiNii National Institute of Informatics Scholary and Academic Information Navigator All Include Full-text Include Full-text and/or link Title Author Affiliation Journal ISSN Volume Number Page Publisher References Year from to All Include Full-text Include Full-text and/or link
    Frequency Distribution Analysis of a Survey on English Education and Attitudes of Japanese Mathematicians
    Read/Search Full Text
    Abstract
    One hundred eighteen Japanese professional mathematicians participated in a questionnaire to measure their feelings and attitudes regarding their formal and informal English education. The results demonstrated they felt their English education did not adequately prepare them to undertake research overseas. They were particularly disappointed with their listening and speaking skills. Many respondents felt it necessary to pursue outside studies to increase their oral/aural skills. While they thought their high school English studies were normal, they began to experience a disparity from university, i.e., their English studies were too broad and generalized. They felt they should have had more content based, mathematics related studies. Translation, conversation, hearing, and grammar, in that order, best helped to prepare them for overseas research.
    Journal
    Bulletin of the Shotoku Gakuen Women's Junior College

    36. Science Links Japan (Gateway To Japanese Sci-Tech Info) - More Interest In Basic
    Science Links Japan. Gateway to Japan's Scientific and Technical Information., More Interest in Basic Science and Women being Appointed Positions
    http://sciencelinks.jp/content/view/889/241/

    37. Japanese Art And Mathematics
    In some instances Japanese mathematicians came up with problems years before identical problems have been solved in the West, see, e.g., Neuberg Sangaku or Malfatti's Problem.
    http://www.cut-the-knot.org/pythagoras/SangakuArt.shtml

    38. Kazumasa Nomura
    About me A Japanese Mathematician. Research field Algebra, Algebraic Combinatorics. Current research Leonard Pair, Tridiagonal Pair.
    http://www1.odn.ne.jp/nomura/
    Kazumasa Nomura
    Email address: knomura@pop11.odn.ne.jp
    Last Updated: Japanese
    About me
    A Japanese Mathematician.
    Research field: Algebra, Algebraic Combinatorics.
    Current research: Leonard Pair, Tridiagonal Pair. News (last updated: Apr 7, 2010)
    Terwilliger's talk on the classification of sharp tridiagonal pairs:
    Slides (PDF)
    Publications
    List of publications
    Collaborative Colleqgue
    Paul Terwilliger
    Links
    Ada Chan
    Brian Curtin Chris Godsil Tatsuro Ito ... Hiroshi Suzuki Preprint servers Front for the arXiv arXiv.org eprintweb.org Journals Linear Algebra and Its Applications Electronic Journal of Linear Algebra Jounal of Algebraic Combinatorics Journal of Combinatorial Theory, Series A ... Journal of Combinatorial Theory, Series B Pianists Vladimir Horowitz Sviatoslav Richter Michelangeli Glenn Gould Composers J.S.Bach Mozart Beethoven Schubert ... Tchaikovsky Audio Audio Tekne

    39. Operator Algebra Page Of N. C. Phillips
    Operator Algebra Resources This page contains lists of some resources useful to mathematicians working in the subject of operator algebras. Please use this link to email me if you
    http://pages.uoregon.edu/ncp/OpAlgResources/OpAlgPages/opalg.html
    Operator Algebra Resources
    This page contains lists of some resources useful to mathematicians working in the subject of operator algebras. Please use this link to email me if you find any link that does not work or have suggestions for information to be included here.
    Contents
  • General and regional operator algebra information sites
  • People in operator algebras
  • Books, journals, reprints, and preprints
  • Conferences
  • Websites for specific subareas of operator algebras and specific subareas of other fields with connections to operator algebras
  • Miscellaneous
  • Some general mathematical information
    General and regional operator algebra information sites
  • 40. About: Mathematician
    Property Value; rdfs label mathematician; rdfs subClassOf yagoMathematician110301261; is rdf type of dbpediaArima_Yoriyuki; dbpediaKiyoshi_ItĹŤ; dbpediaMasahiko_Fujiwara
    http://dbpedia.org/class/yago/JapaneseMathematicians

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