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Takakazu: more books (36)

Japanese Mathematics in the Edo Period (1600-1868): A study of the works of Seki Takakazu (?-1708) and Takebe Katahiro (1664-1739) (Science Networks. Historical Studies) by Annick Horiuchi, 2010-09-06

Proceedings of the International Conference on Takakazu Seki's 300th Death Anniversary

Takakazu Seki Kowa: An entry from Gale's <i>Science and Its Times</i> by Judson Knight, 2001

Takakazu Kinashi: Imperial Japanese Navy, Submarine, Battleship, USS Wasp, USS O'Brien, USS North Carolina, Torpedo

Takakazu: Webster's Timeline History, 1693 - 2007 by Icon Group International, 2010-06-11

Wasan: Yoshida Mitsuyoshi, Seki Takakazu, Soroban, Mori Shigeyoshi, Wada Yasushi, Aida Yasuaki, Takebe Katahiro, Shiraishi Nagatada (German Edition)

Investigation of Environmental Change Pattern in Japan by Takakazu; Nasa Maruyasu, 1977-01-01

Eiy? no kisekiteki k?d? (Japanese Edition) by Takakazu Mozume, 1922-01-01

Hyakusai no seinen futari oini kataru (Chi chi select) (Japanese Edition) by Takakazu Mozume,

Ikyoron: Ochobito no shinsho (Japanese Edition) by Takakazu Hayashida,

Sodai na tsuke: Nihon ga kakaeru konseiki saidai no jigen bakudan (Japanese Edition) by Takakazu Nakamori, 1996

Seikimatsu "jidai" o yomu (Japanese Edition) by Takakazu Takimura, 1992

Veba to Maruyama seijigaku (Japanese Edition) by Takakazu Takimura, 1987

Hyaku-sansai, honjitsu mo seiten nari (Japanese Edition) by Takakazu Mozume,

81. Mathcards.com - Mathematician Trading Cards
takakazu Seki Kawa. The images and biographical content for the MathCards on this site are used with permission from the MacTutor
http://www.mathcards.com/index.jsp?id=33

82. Java House Mailing List Archive
044214 Hiroaki Fujita h.fujita@foe.fujitsu.com 044215 takakazuUchimiya t_uchimiya@dynaxt.co.jp 044225 TAKAGI, Hiromitsu
http://java-house.jp/ml/archive/j-h-b/threads-044300.html
Java House Mailing List Archive
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83. The Canonical Lift Of An Ordinary Elliptic Curve Over A Finite Field And Its Poi
The Canonical Lift of an Ordinary Elliptic Curve over a Finite Field and its PointCounting, by takakazu Satoh. takakazu Satoh tsatoh@rimath.saitamau.ac.jp .
http://front.math.ucdavis.edu/ANT/0223/
The Canonical Lift of an Ordinary Elliptic Curve over a Finite Field and its Point Counting, by Takakazu Satoh
This paper has now appeared in the J. Ramanujan Math. Soc. Vol.15 No.4 (2000), pp.247-270, and so the dvi file has been removed. This is a revision of ANT-0184. We develop a deterministic algorithm for the point counting of an elliptic curve E defined over the finite field with p N elements provided that p is small enough and that j E ) does not belong to the finite field with p elements. For simplicity, we are concerned to the case p O N log p ). Our algorithm is O N ) where O -constant depends (badly) on p . Our idea is totally different from SEA algorithm. We lift E to its canonical lift and compute the trace of Verschiebung (i.e. the dual of the Frobenius morphism) directly from characteristic zero information. Summary of changes:
All the remarks on concerning characteristic two in the previous version were deleted because Y X aX b is always supersingular when characteristic of base field is two. In the revised version, Remark 2.9 sketches treatment for p
In the proof of Theorem 2.11(in the old version), it was not clear why the condition (iii) of Lemma 2.1 is satisfied. To give its proof, Lemma 2.7 is added and Theorem 2.8(of the revised version) is slightly modified.

84. .::Mushinkan Iaido Club::.
Miecz japonski. Podziekowania. Ogloszenia. Linki. Gielda. Staz z takakazuIshii Sensei Kendo Kyoshi 7 Dan, Iaido Renshi 6 Dan Marzec 2003. cofnij.
http://www.mushinkan.net/galeria/ishii.htm
Strona g³ówna Iaido Kendo Treningi ... Gie³da Sta¿ z Takakazu Ishii Sensei
Kendo Kyoshi 7 Dan, Iaido Renshi 6 Dan - Marzec 2003::. Strona g³ówna Iaido Kendo Treningi ... Kontakt

85. Inorganic Resources Division
Inorganic Resources Division. English / Japanese. Staff. Prof. takakazu Yamamoto.Assoc. Prof. Takaki Kanbara. Res. Assoc. Isao Yamaguchi. Res. Assoc.
http://www.res.titech.ac.jp/muki/index_e.html
Inorganic Resources Division English / Japanese Staff Prof. Takakazu Yamamoto Assoc. Prof. Takaki Kanbara Assist. Prof. Isao Yamaguchi Assist. Prof. Hiroki Fukumoto Address Chemical Resources Laboratory Tokyo Institute of Technology 4259 Nagastuta, Midori-ku, Yokohama 226-8503 JAPAN FAX: +81-45-924-5976 This Division belongs to Department of Electronic Chemistry, Interdisciplinary Graduate School of Science and Engineering. Current research in this division covers 1) Coordination and organometallic chemistry of transition metals 2) Utilization of metal compounds in preparation of new pai-conjugated polymers and related functional polymers 3) Development of new electrical and optoelectorical devices
Development of new polymerization and polymer reaction using organometallic complexes
5) Development of new luminescent metal complexes
Research Subjects Group Members Recent Publications

86. Takazazu@YAMAMOTO
Inorganic Resources Division takakazu YAMAMOTO, Ph.D. Professor. AddressTokyo Institute of Technology Chemical Resources Laboratory
http://www.res.titech.ac.jp/eng/kyoju/yamamoto.html
Inorganic Resources Division
Takakazu YAMAMOTO, Ph.D.
Professor Address: Tokyo Institute of Technology
Chemical Resources Laboratory
4259 Nagatsuta, Midori-ku
Yokohama 226-8503,Japan
Phone: FAX : E-mail: tyamamot@res.titech.ac.jp URL : Yamamoto Laboratory URL : Publications Research Areas
Organometallic chemistry
Coordination chemistry
Polymer synthesis
Back to Members Page

87. Bibliography
Press, 1991. Seki, takakazu, ca. 16421708, Seki takakazu zenshu =takakazu Seki s collected works / Hirayama Akira, Shimaodaira Kazuo
http://www.library.cornell.edu/math/bibliography/display.cgi?start=S&

88. Welcome To ICCAS 2003
Communication device to use slight body movement for ALS patients. Yoshio Fukuda,MotohiroTanaka,Yuuki Yamanaka,takakazu Ishimatsu(Nagasaki Univ.).
http://www.iccas.org/digest/digest.asp?Session_No=FP05&whe=print

89. Page Moved
This page is moved to http//mathpcsatoh.math.titech.ac.jp/en/TkkzSatoh.html.Please update your bookmark if necessary.
http://www.rimath.saitama-u.ac.jp/lab.en/TkkzSatoh/TkkzSatoh.html
This page is moved to http://mathpc-satoh.math.titech.ac.jp/en/TkkzSatoh.html . Please update your bookmark if necessary.

90. Function Field Modular Forms And Higher Derivations, By Yukiko Uchino, Takakazu
This paper has now appeared in Math. Ann. Vol.311, pp. 439466 (1998) and so the dvi version has been removed. In the study of modular forms, Jacobi forms, etc. over the complex numbers, differential
http://front.math.ucdavis.edu/ANT/0084
Function Field Modular Forms and Higher Derivations, by Yukiko Uchino, Takakazu Satoh
This paper has now appeared in Math. Ann. Vol.311, pp. 439-466 (1998) and so the dvi version has been removed. In the study of modular forms, Jacobi forms, etc. over the complex numbers, differential operators occasionally play an important role. For function field modular forms whose values lie in a positive characteristic field, differential is not a powerful tool. For example, locally analytic functions are annihilated by $p$-times differential, where $p$ is the characteristic. Instead, we use a continuous higher derivation. As an application, we construct the Cohen bracket for function field modular forms. We also study a function field analogue of two variable functions which behave like a Jacobi form only under the action of modular group.
Yukiko Uchino, Takakazu Satoh

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92. Meinestadt.de Köln: Veranstaltungsort Artothek, Termine Und Tickets
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The summary for this Japanese page contains characters that cannot be correctly displayed in this language/character set.
http://www.es2.ecs.toyama-u.ac.jp/takahashi/takahashi.html
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The Canonical Lift of an Ordinary Elliptic Curve over a Finite Field and its Point Counting, by Takakazu Satoh

Takakazu YAMAMOTO, Ph.D.

Function Field Modular Forms and Higher Derivations, by Yukiko Uchino, Takakazu Satoh

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