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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

81. Tao Of The Renga: Japanese-style Poetry
perhaps mathematicians will give it a glance someday Feign. Renga Kika Renga( linked verse ) is japanese poetry where people take turns adding verses.
http://doodle.mouken.com/renga_poetry.php3?n=3

82. Takaaki NOMURA's Home Page
Earlier Works Click Here. Downloadable Articles and Transparencies Written in japaneseClick Here (Nov. 22, 2002). Educational Activities in japanese (Feb.
http://www.kusm.kyoto-u.ac.jp/~nomura/
Takaaki NOMURA
- Last Modified: February 21, 2003 -
    Major Field:
    Analysis with Group Representations.
    Recent Works: (will be deleted when Math.-Reviewed)
  • A characterization of symmetric cones by means of pseudoinverse maps, joint work with C. Kai (a student of mine). Geometric norm equality related to the harmonicity of the Poisson kernel for homogeneous Siegel domains, J. Funct. Anal. Family of Cayley transforms of a homogeneous Siegel domain parametrized by admissible linear forms Diff. Geom. Appl. A symmetry characterization for homogeneous Siegel domains related to Berezin transforms, In "Geometry and analysis on finite- and infinite-dimensional Lie groups", A. Strasburger et al. ed., Banach Center Publ. (2002), 323334; Proceedings of the workshop "Lie groups and Lie algebras" Bedlewo (Poland), Sep. 0415, 2000. Cayley transforms and symmetry conditions for homogeneous Siegel domains , Adv. Stud. Pure Math.,
  • Recent Abstracts in English: Recent Transparencies in English:
  • Symmetry of homogeneous Siegel domains and harmonicity of the Poisson-Hua kernel, PDF file 114Kb, for talk in the the conference

83. Masatoshi NOUMI
M.Noumi Affine Weyl group approach to Painleve equations, in InternationalCongress of mathematicians (2002, Beijing) , (Ed. LI
http://www.math.s.kobe-u.ac.jp/HOME/noumi/jindex.html
Àµ½Ó (NOUMI, Masatoshi)
TEL: 078-803-5603; FAX: 078-803-5610
E-mail: noumi@math.kobe-u.ac.jp
Updated on : January 11, 2003 * Switch to English
* To Kobe Seminar on Integrable Systems
½éÈÇÂ裱ºþ(2000ǯ9·î)¤Î¤¿¤á¤ÎÀµ¸íɽ (2001ǯ12·îºîÀ®) [ platex, 3 ÊÇ: src ps
  • M.Noumi and Y.Yamada: Affine Weyl group symmetries in Painleve type equations, in "Toward the exact WKB analysis of differential equations, linear or non-linear" (Eds. C.J.Howls, T.Kawai, Y.Takei), Kyoto University Press, Kyoto, 2000, 245-259.
  • Y.Kajihara and M.Noumi: Raising operators of row type for Macdonald polynomials, Compositio Math. 120(2000), 119-136.
  • ¹âÌ°ì¡¦ÌÀµ½Ó ÊÔ¡§ ¥Ñ¥ó¥ë¥ô¥§ÊýÄø¼°¤Îį˾¡¤ Rokko Lectures in Mathematics 7, 2000. ¿À¸ÍÂç³Ø¿ô³Ø¶µ¼¼
  • ÌÀµ½Ó¡¦»³ÅÄÂÙɧ¡§ Painleve ÊýÄø¼°¤ÎÂоÎÀ­, ¿ô³Ø 53(2001), 62-75.
  • M.Noumi and Y.Yamada: Birational Weyl group action arising from a noilpotent Poisson algebra, in Physics and Combinatorics 1999 , Proceedings of the Nagoya 1999 International Workshop (Eds. A.N.Kirillov, A.Tsuchiya, H.Umemura), 287-319, World Scientific, 2001. (math.QA/0012028)
  • J.Nakagawa, M.Noumi, M.Shirakawa and Y.Yamada: Tableau representation for Macdonald's ninth variation of Schur functions, in
  • 84. Mathematicians
    Most Famous mathematicians A concise index of the famous mathmaticians and JapaneseFood Guide Setsuko Yoshizuka explains how Valentine's Day is celebrated in
    http://math.about.com/cs/mathematicians/
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    Mathematicians
    Guide picks Everything you wanted to know about mathematicians. Biographies, information, famous theorems and women mathematicians.
    135 of the Most Popular Mathematician Biographies

    Pictures, biographies, birthplace locations and famous findings and writings. 17th and 18th Century Mathematicians
    The lives and the works of the mathmaticians for the 17th and 18th century. Algebraists Excellent information about the famous algebraists throughout the centuries. Chronological Index of Mathematicians Mathematicians dating back as far as 1680 BC! An alphabetized index of the famous mathematicians. Chronology of Mathematicians Mathematicians by category: 650BC - 1960. Math through the ages of the Greek, Dark Ages, Renaissance to the 20th century.

    85. ±¹³»¿Ü ¼öÇÐ°è µ¿Çâ-±èÀΰ­
    ? 1. About the conference This conference is held annually among Japanesemathematicians who study the hyperbolic geometry and related topics.
    http://www.mathnet.or.kr/icms/math/kiminkang.htm
    Hyperbolic spaces and Related topics conference¸¦ ´Ù³à¿Í¼­
    1. About the conference
    This conference is held annually among Japanese mathematicians who study the hyperbolic geometry and related topics. This one was the fifth conference held at Kyoto institute. It is organized by Professor Shigeyasu Kamiya in Okayama University and I was invited as one of the 20 Japanese speakers. Since I was the only foreigner, they sometimes spoke in Japanese, which made me decide to learn Japanese in a few years. I and Professor Kamiya and another colleague stayed in a nearby hotel which was opposite to the old emperor's palace called the Garden Palace. Kyoto was a quiet, gracious and Japanese-like old city spotted by many temples and gardens.
    In the coference, many topics are treated including a classical 3 dimensional hyperbolic geometry such as Marden's conjecture, arithmetic Kleinian groups, 3-dimensional manifold invariants such as eta-invariant and Casson invariant, complex hyperbolic space, locally conformal Kahler geometry and etc. I talked about the marked length rigidity in a complex projective structure on Rimann surfaces.
    2. About the content of the conference

    86. Jurij Vega - Wikipedia
    He had developed the second term in the series only once. Japanesemathematicians of that time had used two approximations p
    http://www.wikipedia.org/wiki/Jurij_Vega
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    Jurij Vega
    From Wikipedia, the free encyclopedia. Baron Jurij Vega (also correct Veha March 23 September 26 ) was a Slovene mathematician and officer Born in the small village of Zagorica, near Dolsko eastern of Ljubljana Slovenia , Jurij was 6 years old when his father Jernej Veha died. Jurij ( German Georg English George he attended high school for six years in Ljubljana. (subjects: Latin Greek religion German ... mathematics ). At that time there were about 500 students there. He was a schoolfellow of , a Slovene writer and historian. Jurij completed high school when he was 19, in . After completing Lyceum in Ljubljana he became a navigational engineer. Tentamen philosophicum , a list of questions for his comprehensive examination was preserved and is available in the Mathematical Library in Ljubljana. The problems cover the following areas:

    87. Res-int-greg
    This is one area where the long standing connection between Aberdeen and Japanesemathematicians has been significant; some of the pioneering work on the
    http://www.maths.abdn.ac.uk/~ran/rctg/res-int-michaelc.html
    Dr MICHAEL CRABB and James (Oxford) have complete their project of writing an extensive treatise on fibrewise topology and homotopy; immediate interests among other mathematicians has been in the later parts dealing with the stable theory and its geometric significance, particularly given the wider that the Seiberg-Witten invariant is an invariant of stable homotopy. In collaboration with Sutherland (Oxford), Crabb has used ideas of fibrewise homotopy theory to give information about the homotopy and homology of gauge groups.and later work has shown that there are only finitely many H-homotopy types of gauge groups for a given group and fixed base space and also includes a detailed analysis of the case of SU(2)-bundles. This is one area where the long standing connection between Aberdeen and Japanese mathematicians has been significant; some of the pioneering work on the homotopy theory of gauge groups was done in Aberdeen by A.Kono from Kyoto some years ago. Crabb has also been developing a general index theory for differential equations in the context of equivariant stable homotopy theory and analysis on infinite dimensional manifolds.
    Back to Research Interests Page

    88. TUS - Science And Technology Museum
    The Museum display Edoera textbook of mathematics and physics developed by Japanesemathematicians and physicsts, experimental apparatus used in classroom of
    http://www.tus.ac.jp/edocs/faci/museum.html
    Science and Technology Museum
    The Museum display Edo-era textbook of mathematics and physics developed by Japanese mathematicians and physicsts, experimental apparatus used in classroom of Tokyo Collage of Science(SUT's predecessor), Oriental abacuses and calculators developed in Japan and computers. These are priceless reference materials for the development of science and technology in Japan.
    The Museum also houses various inventions by Thomas Edison:a telegram machine,a magnetic type telephone,a DC motor,a DC generator,an electric car,aloud speaker,and a kinetoscope. These valuable articles are the pride of our University. The Museum is open to everyone who is interested in science and technology. The Museum was opened in 1991,thanks to the generosity of Mr.Tomishisa Futamura,a graduate of our University.
    FACOM 201 computer ( NTT - 1960 )
    "Kunnmoukyuurizukai" written by Yukichi Fukuzawa(1868) Science and Technology Museum ( MPEG 345 Kb )
    Electric car by Thomas Edison ( MPEG 182 Kb )

    89. TU-Berlin China Study Group
    commented upon many times. The versions were widespread among the Japanesemathematicians in Edo period. In this paper, the authors
    http://station7.kgw.tu-berlin.de/english/abstracts/FengL.html
    Study Group for the History and Philosophy of Chinese Science and Technology Home page Address:
    Sekr.TEL 14-7
    Ernst-Reuter-Platz 7
    10587 Berlin Telephone:
    Facsimile:

    Technische Universitaet Berlin Department 1: Communications and History Study Group for the History and Philosophy of Chinese Science and Technology 8th International Conference on the History of Science in China
    Investigation of Versions of Suanxue Qimeng (Introduction to Mathematical Studies)
    FENG LISHENG, LI DI
    Huhhot, China The Suanxue qimeng (Introduction to Mathematical Studies) Suanxue qimeng in the following aspects: (1) History of diffusion of the book (2) Basic situation of the extant versions (3) Comparisons of the different versions.

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