Isis . The figures shown above have sometimes been represented indifferent forms, though expressing the same thing (^).. Fig. 4 () Hayashis article, p. 271. It will be seen that the above description is notcorrect, but we shall refer to this question later on. () So for instance see Sekis Yendan kai Fukudai no Ho, Toita YasusuresSei-hokit Impo Den of 1759, Kwanno Genkens Hoi kai Fukudai Sei Koku Henof 1798, Kwannos description of the shajo or oblique multiplications is verynoteworthy, because he was the first mathematician, so far as we know, whonoticed the fault committed in Sekis method. Thi
Isis . The figures shown above have sometimes been represented indifferent forms, though expressing the same thing (^).. Fig. 4 () Hayashis article, p. 271. It will be seen that the above description is notcorrect, but we shall refer to this question later on. () So for instance see Sekis Yendan kai Fukudai no Ho, Toita YasusuresSei-hokit Impo Den of 1759, Kwanno Genkens Hoi kai Fukudai Sei Koku Henof 1798, Kwannos description of the shajo or oblique multiplications is verynoteworthy, because he was the first mathematician, so far as we know, whonoticed the fault committed in Sekis method. This point will be described later 14 YOSHIO MIKAMI As will be seen from the figures 1 to 4, the sliaju or oblique mulU-plications will give 2« terms of the expansion in the case of a deter-minant of the ?ith order. But the total number of terms in such anexpansion must be evidently much greater. There was still to beinvented a way in which such a total number could be koshiki was the process that answered this purpose. The wordkoshiki means literally « interchanging of equations », the processactuall
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