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Seki Takakazu
Occasion of Receiving the Seki-Takakazu Prize
Historical Development of the Chinese Remainder Theorem
ON MATHEMATICAL TERMINOLOGY: CULTURE CROSSING in NINETEENTH-CENTURY CHINA the History of Mathematical Terminologies in Nineteent
Muramatsu's Method Aryabhata (499 AD) Brahmagupta (640 AD
Mathematical Philosophy of Takebe Katahiro
A Review of the History of Japanese Mathematics
Cambridge University Press 978-1-108-70945-3 — Series and Products in the Development of Mathematics Vol 1, 2Nd Ed
Indigenous Japanese Mathematics, Wasan Murata Tamotsu
PDF(Final Proof)
Elementary Soroban Arithmetic Techniques in Edo Period Japan
Birth, Growth and Computation of Pi to Ten Trillion Digits Ravi P Agarwal1*, Hans Agarwal2 and Syamal K Sen3
A Traditional Solution to a Nineteenth Century Japanese Temple Problem
Mathematics of Seki Takakazu
W. Stephen Wilson
Mathematics SL Year 1 Curriculum 10.0 Credits
Some Questions and Observations Around the Mathematics of Seki Takakazu 277
© in This Web Service Cambridge University Press
Japanese Mathematics in the Edo Period (1600-1868)
Top View
In Search of a Place in History for Mathematics: a Lecture Series In
About the Authors
The Bernoulli Numbers: a Brief Primer
Gottfried Willhelm Leibniz Naomi Ecanow
UC Santa Cruz UC Santa Cruz Electronic Theses and Dissertations
Mathematics in Japan - A
Mathematics SL Guide First Examinations 2014
Newton's Method
Seki Kowa, Takakazu
Japanese Temple Geometry / Fukagawa Hidetoshi, Tony Rothman
HPM 2000 Conference History in Mathematics Education Challenges for a New Millennium a Satellite Metting of ICME-9
Solving Sangaku with Traditional Techniques