Page:Shinshiki Sanjutsu Kogi 00.djvu/13

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目次

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布の稠密なること及等分の可能○倍加及等分，最小公倍數及最大公約數○分數の比，比例式，分數の乘法，除法



第六章　分數に關する整數論的の硏究 ············································································································································································································································································································

一七四-二五三

最小公倍數及最大公約數○冪の定義の擴張，負の指數○素數分解の應用○分數を部分的分數に分解すること○與へられたる分母を有する旣約眞分數の數，ガウスの函數 $\varphi (n)$，其性質及算式○分數の展開，命數法，小數○循環小數の起源○フエルマーの定理の間接證明○小數の四則演算



第七章　四則算法の形式上不易 ············································································································································································································································································································

二五三-二八一

有理數，算法の形式上不易，問題の說明○順及逆の算法，其關係○減法の汎通及負數，正負整數の乘法○除法の汎通と分數，有理數四則，除法の例外○有理數の大小



第八章　量の連續性及無理數の起源 ············································································································································································································································································································

二八一-三二二

具體の量，抽象の量○量の原則，量の比較，加合及連續○「有理區域」，其性質，量の