Leibniz Legible

Machine transcription of the Leibniz Nachlass

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LBr. 705 · Overbeck, fol. 105r

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: 0.78.

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

The machine reads it as

  1. a4D
  2. Calculus Analyticus pro Aequationibus se mutuo explicantibus
  3. C
  4. b63 +C8 + f8O +h
  5. 3
  6. 2 2 (2)
  7. ay= =bX tacx + a fx +ah
  8. Sit O = 2hx sit vero x = Z - h. Sit D - f2+ hB, :a
  9. a
  10. Sit 4-f +v
  11. Ergo f1~ (f2thu) = 8kx b +c (f1V) 4 lX, 2 (f1 hx + Li (f +D) Maltipl. totupsa
  12. ana
  13. a
  14. a
  15. fit (f+ v f2 + hofzatio = 8h.bx: a + (Cf 1 CvakiX + 2fhx (f +V) + h f2+3 f oh + 3 fvk + V E2
  16. Et explicite
  17. a
  18. ut habeatur v expliate scribo
  19. (382 2hyffZ+ flv +fEv + EhfEV +kV -8Rbx: a + 4cfh x + 4cvh XJ: a 12xh F 14 Xhf fv + 2xhfD +h2(3
  20. Tollo utrinque hfr +tv3 fiet
  21. +3 fvh +3fr h + B3h
  22. P hvf+fv 12hfZV- 8tbx: a +4 cfhX: a + gentix: a, 12hxf3 ahxoff 2hyfot h f. 3foh 12tif
  23. 2hfZB perdi 2hfxn 12hhfr quibus utrinque ablatis fiet
  24. (352
  25. +2hv2f + vff = Bh bx: a 14 cfh X: a + a cvhX: a +Ehxfo ah vf tls +h f 2, 3f vti
  26. Transferendo totum f3 ad sinijoram fit
  27. 2
  28. f22- 2hX f3 +kf3 + 2hoZf + ZEnf = 8k3b∞3
  29. 24cfhx: a + gentex: a + 4hxnff. + 3 frti
  30. PX est - 2hx f3 = -2h2f + 2hhf3 Haec utriaa atendo scribetur
  31. (392
  32. 2hEf+ hf. 12h0E f2 + 72yf2
  33. per d est 3 2 h + hi = X Fiet Xf.
  34. eno
  35. 8kbx: a + 4cfk X: a + a cvh X: a + gh X Vf +3f3h2
  36. +2h∞Z f+ 2v f - 8 AhEbX: a + 4c fhx: a + 4cuhX. a tghavs
  37. 2hv2 e
  38. fiet X f+ 20f = 8Lbx: a +4c fhX: a +4coh x: a +2hxvH + fevhh
  39. fo f
  40. n n pera. artivie
  41. 2lXVf- EAfEhhvH
  42. fiet X f3+2vf = 8kbx: a +4cfhX: a +4cvkx: a + 2hZvf - hhvf
  43. Transferendo fadsinistram fiet
  44. 2, 2 nf- 2hEnf + hhvff = 8h bx: a +4cfhX: a + 4 cptex: a
  45. 22 - 2hZ + hh = XX per _
  46. tix
  47. fiet 2f2 + x vf = 8hbx3: a +4c fh X: a + + cnhx: a Dividototum perqur
  48. fit Hf3 + vf = Bh bx: a + 4c fh: a + 4cvh: a
  49. Id est BkbX: a + 4c FhE: a, - f3 Propertionando p a
  50. f2 = Ach: a.
  51. Ergo C = 2h Z. h
  52. fit v = 8h3bX + 4c fka - f292
  53. D = f7 + 8h bX + 4c fha - hf222
  54. a3 f2 - 4a c hE
  55. Z = f + 8hebx +4ctha - f32
  56. Resum antur initialia
  57. a f2 - 4 ac h
  58. elle
  59. Facit
  60. E
  61. a f-4 a ach
  62. 2h-
  63. F+ 8Ab . Id nacftia fa
  64. h bx + 4cfha - hf
  65. a3 f2 - 4 a c h
  66. a
  67. e
  68. Multipl per
  69. f+ 8 h bx +4 cfh a - f3 a a372-4d ch
  70. a fr - 4 ach
  71. il9- s2a f- 4)2 a ch +6h2bX +4cfla -hf’a
  72. 1273- 4 ach f +8h 6x + 4cfh a- f.
  73. a f2- 4ach

Cite

LBr. 705 · Overbeck, fol. 105r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/DE-611-HS-861255:0209?run=74