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Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 56r

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: 0.71.

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. 55v); this page is its right half.

The machine reads it as

  1. sed possumus facere sed video a me peccatum esse, neque enim aequationis
  2. 3t- 2, D differentialus differentiatio pos potest et esse identica (d
  3. debet aequa aequari differentia datae Asequationi, ut inde frat tandem
  4. identica. Nempe
  5. dt = d0 - d0 dx + dody A d et idem
  6. est in caeteris, itaque f et Odt + BdO = D d2 +2 dD, dabit hanc
  7. O Gex + C Ahdus + t +0 x + G D d2 lx + D d 2 dy+ 2 d Ddx 14 do dys
  8. eu O d + F, +C = D d2 -2 d. D ex, = dx
  9. sen 84
  10. en 12 + 2d D - C dh - t +0
  11. siu -
  12. (dqe + L. 40,- D 44- 2 dD
  13. 1() dt + Bd0- D d2-2 d Y.
  14. Ergo tandem
  15. O0+h + Ot, dC + 3D d4 + 34. d OD+ZDFdO + OD44+O4d
  16. () = 10. 10 + 50. 11y + 2, 10. 12yy + 2. 10. B3eß 1
  17. (3D = 10. 20 + 10. 21
  18. adO = d1o + du.y nder. yyt
  19. + 1. 12 +2e2. BY+. 13.3) 40 = in + 2ugr3 hysp
  20. +1. H1. U +2. 11. 12 +2. 11. 13)
  21. 10. 22 10. 23 ux 2
  22. 112212
  23. t. 21 . 22. m 123
  24. 1. d II 2 2, 11. 12
  25. tte.
  26. 13. 22 1. 1323
  27. 1. 1. 13 2. 12. 9dio 113a3
  28. ~H. 12
  29. Bd2 p d Fur istary
  30. 12.1
  31. 1. 10. 10843 2. 10113431 2. 1012843 2.10. 13943 2. 11. 13843
  32. L. l. 11.4. 2. 1F. 125 1. 12. 1
  33. BG= 1o to 10d 10. L- 10 2. d an vi i
  34. 13.90e
  35. 1040 2 10. aute
  36. 110 49.
  37. n.s n. n
  38. 13, 4) 13, 32 1343411
  39. P.At eHL
  40. 12 qu. 1
  41. 12. 4c 12. 4 2
  42. 13. quo 13. 4 13. 42
  43. pgIC. qea (a obl
  44. A 1. 4u
  45. L1. 4333
  46. 1214 b3 = 12. 42. v1
  47. 13. 40, t - 13. 41
  48. ntenm 122, 2. 12. 23 d30 23. 23d30
  49. 1. 26. 2043 2. 202(14. 2. 30gl3 ∞22d3
  50. 1. 21. 21 F 222
  51. 2. H. 2 u
  52. 1. 2 2V3d31 23. 3d31
  53. 1. 2020497 2. 20. 2 dor 2.2012492 2. 3uayd
  54. 22.30 2231
  55. 1B. 2B. 2.32
  56. 23. 30
  57. 3
  58. 2233d2
  59. 3.31 23921 12333429
  60. ies ravydrs an
  61. 241 33c21
  62. 22301 d 22. 71 = A 22. 37d21
  63. 23, 31 23. 82
  64. itatt istu bu agdu ma siter a ni dic
  65. 16.2440 115.
  66. 10. 20 d41
  67. v. 41 dio
  68. 4. H
  69. vtu cnt ca
  70. d Pde
  71. e doay
  72. d 2
  73. Dqe = 20. 20. 2. 20. 21d58 2. 20. 24 go 1 t, 2913 d3o 1
  74. 1121. 21 crt. 2. 2 (1 2. 21. 29430
  75. DEdD = 2030d20 2031d20 20.32d20. 2037 d 1
  76. 21.30 21. 31
  77. 21.32 H. 33420
  78. 2030d21, 20, D. du
  79. n23
  80. 2.121391G11515319)
  81. 13154L
  82. 122 1a2313
  83. gneialis
  84. ae est forma
  85. OD+G. 10 v le0
  86. Dhde = 20. 10alo
  87. CDq= 10. 1b15
  88. Ctest logero
  89. 22 30-
  90. rundu
  91. 2st 2333ita

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 56r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068198:0111?run=74