〔抜刷〕開方綴術及ビ開方算顆術ニ就テ　On the binomial expansion,and the power-series form or other sequence-limit form of a root of an equation in the old Japanese mathematics.

タイトルヨミ

〔ヌズ〕開方綴術及ビ開方算顆術ニ就テ　On the binomial expansion,and the power-series form or other sequence-limit form of a root of an equation in the old Japanese mathematics.

製作者

ハヤシツルイチ

年代

1932(昭和7)年5月

資料種別

文書データ

その他の資料の種類

大学史料

形態

紙

冊数

1部(29枚)

本文の言語

日本語

解説

備考

[内容]『TOHOKU MATHEMATICAL JPURNAL』Vol35.PartⅡに掲載された林の論文の抜刷。

「利用制限]全部公開

[データ公開日]2014/4/14

[メモ]裁断されていない箇所あり。

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無

所在

史料館本館書庫B

請求記号

林鶴一/I/20/

所蔵部局名

史料館

コレクション名

個人・関連団体文書

メタデータ自体の権利情報

レコードID

12020250000021

このページのURL

https://touda.tohoku.ac.jp/portal/item/12020250000021

〔抜刷〕開方綴術及ビ開方算顆術ニ就テ　On the binomial expansion,and the power-series form or other sequence-limit form of a root of an equation in the old Japanese mathematics.

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〔抜刷〕開方綴術及ビ開方算顆術ニ就テ On the binomial expansion,and the power-series form or other sequence-limit form of a root of an equation in the old Japanese mathematics.

関連資料

〔抜刷〕On The Solutions of the Indeterminate Equation x3+y3+z3=u3 in Japanese Mathematics.

GREEK AND ROMAN EDUCATION. WAXED TABLETS ON THE LARGER THE MULTIPLICATION TABLESTILI FOR WRITING ON THEMINK-POTPENSAND SPELLING EXERCISE WRITTEN ON POT-SHERD.

Proceedings of The 1st International Symposium on Information Electronics Systems （CERIES-GCOE07） Tohoku University Global COE Program "Center of Education and Research for Information Electronics Systems"

Proceedings of The 2nd International Symposium on Information Electronics Systems （CERIES-GCOE08） Tohoku University Global COE Program "Center of Education and Research for Information Electronics Systems"

THE FORMATION OF LABOUR STANDARDS IN THE SINGLE MARKET

The Works of Daniel Defoe : carefully selected form the most authentic sources

〔抜刷〕開方綴術及ビ開方算顆術ニ就テ　On the binomial expansion,and the power-series form or other sequence-limit form of a root of an equation in the old Japanese mathematics.