Leibniz Legible

Machine transcription of the Leibniz Nachlass

Search the Nachlass

Leibniz-Handschriften zur Mathematik LH 35, 6, 11, fol. 19r

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: 0.73.

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

The machine reads it as

  1. 4 y n-
  2. di= duxa: aa +nn
  3. pro relatione inter demifilum
  4. n e by rmxy, y = bn + Cn + dn + ent +f n etc Brc n, et y semi-
  5. dy = ib 4cn + 3dn +4 en +fi ecc
  6. distantia, clnvorum
  7. auva
  8. aaeut, du = 11b2 + 22 bc n + (23 bd n + 2) 4 bC n +(2) s. l f n (216. bgn (1) 1. 7b1 2, gb fatsnariae
  9. dy2
  10. b, e, d, e, 5, , H, t, in
  11. untu
  12. =aa= = aa
  13. b = d
  14. c~0
  15. + 3. 2CC n 4 (3). 2.3Cd n H2L9. CC. n H)2.5. C5 n 1826c gl.
  16. -r
  17. =
  18. vota
  19. aro
  20. +N
  21. ua
  22. 5+
  23. y vyy- a =1
  24. d 2.2CC (2)2. 3Cd
  25. X ∞ =
  26. in
  27. .4. AC L 5. 5. f.F
  28. X(2) 1. 5bf(2, 7bh
  29. baa
  30. c
  31. 40
  32. a
  33. a
  34. a
  35. sin po
  36. in
  37. t pu l
  38. e
  39. (4). 1. 1. f.3. 2.5
  40. 3dd(2. 3,5d5
  41. = 3b
  42. 2.5
  43. = 51 35B. et ponendo n varde parvam
  44. 10
  45. non vjn est longius continuare
  46. e
  47. pF
  48. 5 e unde datis y et n habetur a
  49. g. semel itis propinque, quod sit
  50. und
  51. Ee odu esto
  52. 1. FDSF~
  53. cocain
  54. 2
  55. un
  56. cum distantia s
  57. paxillorum non multo minor
  58. est longtudine curve, itque enim
  59. reti der ad du
  60. aequalitatis,
  61. et proinde
  62. est exiguam.
  63. ea
  64. vigna est rationi
  65. D
  66. E2
  67. 5 8 8
  68. repa arespectu ipsius
  69. 88∞B
  70. E∞a+ D00 0400040_
  71. a
  72. 1127- 8 818,
  73. a
  74. 2. 5a f + 3. 3aa = 2. 344 =0 seu 10f + au -aa = 0 seu F = 3 ae
  75. 10
  76. 12) 1. 3
  77. Ba 14 ah . 6 - 3aa + Z aa + a4 = 0 sex 14h + E at Cs
  78. 4. 3.3
  79. 1. 4.5
  80. 2 11246F u5E(res pectus a) viu
  81. 3
  82. 6y-n ∞
  83. Ia 1
  85. D b = a c=0 d = -R - = C = 0 f = 40 g-0 h= =
  86. 2.3
  87. (2)7. 4c0. a
  88. d = -b. c =0 f - 3b - 7. 8. b + b
  89. () 1.3
  90. I iac fit a ∞ s + n aa
  91. 103
  92. 4
  93. +3.3dd n (, 3. 4 de (2)3d f237 d
  94. bb + (2) 1. 2. bc +(2) 13bd 43) 4bc
  95. fit y = n - M Ex D Z
  96. (4
  97. E
  98. 2. 7 an + Z. 8.5. =2, 3a + 2.5a. 3a + 3. 3aa
  99. R. 4a
  100. 40 4. 9
  101. pd
  102. Y
  103. au s 9
  104. 112
  105. 346+225
  106. 2. 7. t _ -3a +3a + a, = 14 h - 3a + 8a 14h - 5a; h = f. 14
  107. a
  108. a
  109. continuatio in infinitum dac est quod numeralores.
  110. l
  111. sunt impares s 1, 3, 5. nominatores fact
  113. 6 = 2. 7
  114. 40 - . . . 5. si
  115. 112 -. . . .. 1. 14
  116. ex arithmeticis 2, 5, Detc respective ductis in arttameticos3. 9. 1
  117. sed jlacet unum adtuc teminum Experin
  118. 1. 19
  119. 2. 5
  120. 112
  121. Se
  122. 112
  123. 3B. 14 19

Cite

Leibniz-Handschriften zur Mathematik LH 35, 6, 11, fol. 19r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068056:0037?run=73