Leibniz Legible

Machine transcription of the Leibniz Nachlass

Search the Nachlass

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 130r

Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.75.

Original at the GWLB · Page image · Annotations (IIIF) · Download text

One image of two folio pages side by side, registered by the library under both labels (also fol. 129v); this page is its right half.

The machine reads it as

  1. = v
  2. vo ex torfa = aacx a= Eaa vextab, oetati
  3. aagx Fah
  4. sed non licet hinc obtinere quaesitum
  5. il Sextab dx Soe tIXHX
  6. X, X+L, XEm, aquadratus debet esse ∞DD Z w CB 4G, xam-OBY
  7. x = ∞ 904003 xit = ODY xam - 0) +8. ita
  8. productum est quadrato quadratus
  9. in sic eL F - axtl = 07
  10. axtm = )
  11. Ergo a l = 07 - d et a = OD - dq fit 4 = la: C - D = -am + 03:
  12. et fit aln_ = -am C + OD + am D - 0)
  13. se +al d+ am
  14. am
  15. sit
  16. y Z C v = sBWXTa yH = (20X +1 Z = 130X + 31
  17. et fiat D = A ele et bvy + c vD F d A yZ + P
  18. R
  19. f. =g +h.
  20. XX + bx + ac = XX + 2Xy + yy fit ac - yy : 2y- b = x
  21. Lax ibx tac = stx + y =
  22. (et B ab = X 62
  23. ac(y + Eyy - by, fit
  24. 2y -b
  25. 2y -b
  26. yy - by + ac
  27. 2y - b
  28. et b+x = b + eb X + e. e 1 sC2 p + e. P- 1. eit (e. 3 X et C sit e = = et
  29. 1. 2.3
  30. xX
  31. frit C - 1 = - C-2 = - 2 C- 3 = 5
  32. et fut (Ibix = 1b + X ∞ L. Z X + L. 2. 3 X etc
  33. seu Y bix - 1b +
  34. De
  35. b+xr =
  36. b+ X =
  37. 1. 2b5b
  38. X
  39. ex 152 Ib
  40. 21b
  41. X
  42. (dx Y bex = Ab X + 8X
  43. 2it
  44. ax 2baxx = sbx
  45. aa aatih
  46. a + b + c + d en
  47. ax bx 1 6x + dx in
  48. ax + bX + CX +dX eu
  49. ite C 3rC 4e
  50. ax
  51. a
  52. 21b
  53. -
  54. 1;1.
  55. 1. 2. 3. bb b
  56. x
  57. 1.2;2 b1b
  58. = 3
  59. .3
  60. + b 1. 3
  61. 4
  62. Er
  63. (Zx Suzex-
  64. 1.2.3;23
  65. X 1: 1. 3.5
  66. Es 12.3; 27 b2 sb
  67. + erc
  68. 2.32 1.23. 4 C6
  69. eQ xamex B dx ax
  70. et b = b1b
  71. ab
  72. Burax +su apdy
  73. Sit v = sX et Z = Lx x EXx + ab fit du = de: 2 tx et dq = x: SXX+ ab
  74. ergo VdZue = Xe pxrab
  75. SX+ abx dx =
  76. et ydo-
  77. Xax ab
  78. eta
  79. Dar C
  80. Egofit fx rabi=
  81. x + is. (ax sextab) ax
  82. vod. Se 5x-yd 2yyax + sxydx
  83. Sxylx = ((Xdys dx + (sy ax dx
  84. 1;
  85. eu
  86. 1t 56so
  87. s
  88. 1: 1.3.5
  89. xtab
  90. + 1i
  91. 23 1. 2.3
  92. 4I6 2; 1.23 VSb
  93. e
  94. sxylx =. (ydx dx. sed nnverse 13
  95. bexseinc
  96. hne suige. stao do
  97. 231 386
  98. aX, 2 2t0 =
  99. generalif
  100. at sentsuu lo
  101. suido=Sspavdo
  102. 3
  103. Sex + ab + Sgxaat
  104. (ex + fa

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 130r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068198:0259?run=74