$\rfloor$ 1677 2010 37-46 37 ( (SUZUKI Takeo ( : [ ] ( ( 1 ( 1. ( ( : ( (1655 $$ (1715 62 126 62 3 62 $\mathcal{d}$ 9 (1797 10 (1697 100 ( 2 (1779 $$



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Title 本 間 久 雄 日 記 を 読 む (3) Author(s) 岡 崎, 一 Citation 人 文 学 報 表 象 文 化 論 (461): 1-26 Issue Date URL Rights


















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Transcription:

Title 駿 遠 ( 静 岡 における 関 孝 和 と 内 山 七 兵 衛 永 貞 の 消 息 ( 数 学 史 の 研 究 Author(s 鈴 木, 武 雄 Citation 数 理 解 析 研 究 所 講 究 録 (2010, 1677: 37-46 Issue Date 2010-04 URL http://hdl.handle.net/2433/141289 Right Type Departmental Bulletin Paper Textversion publisher Kyoto University

$\rfloor$ 1677 2010 37-46 37 ( (SUZUKI Takeo ( : [ ] ( ( 1 ( 1. ( ( : ( (1655 $$ (1715 62 126 62 3 62 $\mathcal{d}$ 9 (1797 10 (1697 100 ( 2 (1779 $$ 9 61 - (1779 (1715 65 90 (1779 (1741 38 2. ( (1 ( $*$ 13 - $\Delta$ $13i$

38 : ( ( : 2 $(*$ 11 $=$ (1714 (1726 (cf (, 55 pp.438-451 ( (2 ( $*$ 23 - ( $*$ $Qh$ $\{$ ( $*$ ( (3 ( 27 - ( ( ( (4 ( ( $=$ 198 $\{_{k}^{-}$ ( ( ( $*$ 7 - ( $*$ 8 - ( 19 ( ( $*$ 35

39 ( $*$ 59-2 $(*$ 1. 8 ( (1673 12 (1699 15 (1702 6 (1709 7 (1710 38 $(*$ - 12 $\sim 1$ 11 $3$ 2. 11 ( 3. 29 ( 4 (1664 12 (1699 15 16 (1703 3 (1713 3 (1713 13 (1728 65-5 2 5 4. 30 (1 19 (1734 9 2 (1742 ( ( (2 ( (1736 4 (1739 9 2 ( 5. 33 ( (1652 3 (1657 $=$ ( $*9$ 18 6. 42 ( (1737 5 (1740 7. 46 ( $F$ 15 (1730 17 (1732 8. 60.. ( :

40 3 1. (1 (1561 $+$ $*$ ( (1570 (2 (1565 (3 (1566 ( (4 (1566 $*$ (5 (1567 (6 (1568 $*$ (7 (1570 $*$ (1594 (8 (1570 (9 (1574 $+$ (10 $*$ (11 ( $*$ (12 ( $*$ (13 (14 (1580 ( $*$ (15 (1670 ( ( ( (16 ( ( ( ( : $*$ 42. ( ( : (16 (1674 $*$ (17 (1675 (18 (1675 ( (1673 (1689 17 $O$ (19 ( (1712 ( ( ( ( ( 35 (

$\lceil$ 41 300 2009 6 7 $\sim 8$ ( $\wedge$ $\triangleright$ - $\hat$ $\nearrow\backslash$ $=$ $=$ $\wedge$ - $g$ - - $\triangleright$ $=$ $\hat$ - ( $=$ $\nearrow\backslash$ - $=$ - - $=$ $\nearrow\backslash$ $\triangleright$ - $=$ $\nearrow\grave$ ( ( ( $\rfloor$ ( ( 35 - ( 4 2. (1 (1567 $+$.. (2 (1575 (3 ( (4 (1623 ( ( 55 (1624 (1631 8 3. $\lambda$ (1 (1696 ( ( - (1692 4. ( $*$ (1 (1697-5. (1 (1678 -

42 $*$ (1684 : (, 59 (2 (1680 ( (. ( $*$ ( 6. ( (1 (1690 ( (1673 $+$ 4 ( 1. (1 (1696 ( $p$. $(*$ J $R$ ( 2. ( $*$ (1 (1696 (2 (1696 $+$ ( ( (3 (1697 ( $*$ : ( 3. ( $*$ (1 (1696 (2 (1696 ( (3 (1696 ( (4 (1697 ( (5 (1697 ( ( $\sqrt[\backslash ]{}\backslash$ ( ( (6 (1697 (7 (1697 $+$ - $\triangleright$ 4. ( $*$ (1 (1698 ( ( $\backslash \grave{\nearrow}$ $(*$

43 5. ( $*$ (1 (1696 ( ( $*$ 6. ( ( $*$ (1 (1697 $F$ ( $*$ 7. (1 (1696 $+$ 1 (2 (1697 $+$ 1 8. (1 (1697 $+$ (1697 $+$ ( 9. ( ( ( $*12$ 2 ( J $R$ J $R$ 300 $\{l\triangleright-$ 10. ( $*$ (1 ( (2 11. ( $*$ (1 ( 12. (1 $($ $$ ( (2 ( $(*$ $$ 13. ( $*$ ( 14. ( $*$ (1 3

44 ( ( 15. ( $*$ ( : (1 $i\gamma$ (2 (3 (4 ; ( (5 (6 (7 ( (8 $j$ ( ( ( 16. ( $*$ (1 (

45 57 25 5 12 $=$ 25 34 $=$ 17. ( 13 18. ( (1 (1678 ( : ( ( - $=$ - $=$ $x$ - - 3 $=$ $=$ $=$ $\#$ ( 19. ( $*$ ( ( (

46 ( (1624 (1631 (http//leonhardeuler.web.fc2. $com/$ (1 ( (2,, 1973 (2 4(,, 1927 (3 ( (5,, 1928 (4 (, 1932 (5 : (, 1979 (6 : (, 1974 (7 : (, 1975 (8 : (, 1976 (9 : (, 1977 (10 : (, 1978 (11 ( (, 9 3 25 (12, 9, (, 4 (13 (,, 1975 (14 (, 1981 (15 ( (, 1982 (16 (, (17 (,, 1981 (18 (, 1931 (19 (,, 1990 (20 (,, 1984 (21 (,, 38 (22 (, 56 (23 1 (, 1982 (24 (, 50 (25 : 2, (, 3 (26 : 4, (1 (, 7 (27 :, (If (, 3 (28 :, ( (, 6 (29 : 1 (, 19 (30 : (, 50 (31 : (, 52 (32 : 1 (, 11 $(-\sim$ ( (33 :, (, 1991 (34 : (, 55 (35 : 2, $(-$ (, 12 (36 : 3, ( (, 12 (37 (,, 62