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Leibniz-Handschriften zur Mathematik LH 35, 1, 9, fol. -

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: 0.84.

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

The machine reads it as

  1. 20d21 = eta1o Erho log 11 = 109. 20 + log. const.
  2. Nuper Guelfebyti cum
  3. simo
  4. Ut
  5. burgio locutus sum, et quam exprom
  6. X dx dax dddx dx etc
  7. X EXdx + 2xacu 2Xd3x 2XdEX 2X d
  8. 2dx (Edxla (XAx dX (2 dx d X
  9. Dxdux sOux aXx LeAX X
  10. cddx At dxdX
  11. 4dx dex (1d x 43
  12. 2X dex
  13. (2dx dX
  14. 12(10 dX dX
  15. 2X dX
  16. 2 ax 46X
  17. Taxa
  18. (12 d XdX
  19. X0xd BONXA.
  20. 20
  21. 2Od. XdEX (3Xa) XF
  22. 20 dX 40 dX dX
  23. seu scribendo ordinatir distinctius
  24. 2xdx 2Xd X 2XdX 2XdX
  25. 2Ax 6dxeex Bdxaex 10dxaX I dxaX
  26. 6dX 20d XaX 30 dxd
  27. 20dX
  28. 70
  29. 2XdX
  30. 14dx dex
  31. Mraxd5X
  32. 70dxdXX
  33. Comite Schvars-
  34. opparet etiam elegans lex Homogeneorum linea ata. 35. 5b eu posamidius
  35. tauscendentatium, nam non santum
  36. nam non tantum observatur, dq pulgaris
  37. sed et lex specialis, ut scilicet ext indices
  38. differentialitatis semper eandem summam
  39. -
  40. gponant X = dX X = d A dXX homoy. cum X dX
  41. axsit constans, aeerit ipsius s differentia nihilo aequalis erit ipsius X, differentia
  42. 3tia, quinta, st septima, caeteraeque impares
  43. 11. 20, 21 =1 20. 20 =0 son 2 20 = 11. 21: 12
  44. sit d 20 = d11: 12 21 + 11: 12 d21 et fit
  45. EIL 2I. 12 H H. EM de (d2I. 11. 2P.12) = 10, 21. 21 + 21411. 12(+ d21. 11: 122
  46. ab 20. 4 290i et d20 = 21d40 +4Dd21 + d41
  47. 20 = 40. 21741 e. 11. 40. 21 (+ 7 40. 21 d2d = 12. 40. 21 + 10. 212 + 25 d40 40. 21 d21
  48. sit 20 = 40. 21 + 41. firt 11. 40. 214 40. 21 d21) = 12. 40.212+10. 21+ 21 dg0 + 90. 21 d2))
  49. 11.41.21 + 41 d21
  50. 212. 40. 41. 21
  51. 12a
  52. + 21d41
  53. vivellatur in duas unam ubi omnes habentes 40, restabit 11. 41. + 41 d 21 12. 41 +21 (4
  54. quae solvi pr. ex 41 onsi 21 esset cognita. sed altera in qua est 40 dat 21 et 4
  55. haberi pt pro constante. Ita ibimus per gradus
  56. s ax 2XdX
  57. Hinc apparet progressio
  58. differentiarum ipsius
  59. In qualibet
  60. linea sequestretur
  61. pumus terminus qui
  62. est repetitio praecede
  63. is in priore.
  64. ce reliquo linea
  65. Hincani dimidrata
  66. dabit 1. 1. 1
  67. ne ida dabit dimi
  68. idrando 3, 4,5. 6.7
  69. linea 3tia similiter
  70. 10. 15. 21, hiangulares

Cite

Leibniz-Handschriften zur Mathematik LH 35, 1, 9, fol. - . Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 39). https://leibnizlegible.com/page/00067968:0034?run=39