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Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 8r

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. ortationibus
  2. 010101
  3. ol 11111
  4. 001100110011
  5. 101
  6. r1 0011 0011
  7. 001160 11 00110
  8. Co1LIMIINI
  9. 001 0b100 1001
  10. 00100 1001001
  11. 001001001001
  12. Generalis calculus
  13. W a A 5 g9 pn
  14. etc esd c ba
  15. a ay as avaque ap n angat
  16. b b9s bpoh bn
  17. 19 18 _ 16 15 14 13 12 1
  18. 9 8 7 6. 54. 3. 2. 11
  19. (1.19 J1.18 (1.17 ] 116) 115] 1 14 (L. B (1. 1 1.1
  20. 2. 19 2. 18 217 216 2.15 (2. 142. 132. 12 2. 1
  21. (329 3. 58 3. 17 316 (3. 15 314B13(3123. 11
  22. 00MIIIIMIII 4418 4.17 916 (4. 15 414 4. 13 4. 12Y. 1
  23. 001001001001
  24. imnopgratuWx s
  25. eba
  26. a
  27. Im noFOrSF u WX
  28. El l, b bxbpbg ex bs bt ba b bx
  29. et n in eo epeqeroreteu ad ex
  30. S.17) S. 16 S. 15 5. 14)5. 13 (5,112(5. 11
  31. is(8.17 (6. 14 (6. 13 1812 (.11
  32. seucen
  33. uo = (1) jam 1.HI = (1). Ergo 11 =
  34. Ergo ex termino ido 2. + 12) =1 seu 12 = 1 -2 et 2. 1
  35. 1= ,. Extermmino 3tir 3, t 13, 1 seu
  36. H Extermnnogto 41 + 3
  37. Ex termund 3tio fit i1. 13, + A. 1. 2 - .2 2 + l. 1. 3 = A. 1. 1.
  38. seu quia 2.2 = 1. 2 fint 13(2 = 2) +3 = 1. seu 13 = 1-3
  39. 1. 14 4 1. 2 = 2. 3 + 1.3-2.3 +, 4, 1. 1
  40. seu 1. 14 = 1. 1 4+ b.52.3 = 1. 2 - 1. 3 - 1. 4
  41. 1. 1. 15 = 1. 1. 1 (-11. 2 -(bi) 1.2. 3(F 1 1. 2) (4 1.2.3 + 1. 2. 4 (- 1. 1. 3 + 1.1. 3)
  42. = 1. 1. 4 + 1. 2.4
  43. semp. 13 = 1. 1 + bis p2. 4 - 23 - 1. 4
  44. enim pro dato ut 101, assumendis reo pralim
  45. perodus inveniri protest sen valor ipsorum 1, m, h, p, 9, et 01 0101
  46. et adeb res pecedit, tam vero non possunt, duo miguio
  47. frnction
  48. balores 100000007010101
  49. inveniri, patet
  50. temper las
  51. loco istele scontingere
  52. ve
  53. trandi genus, a posse ad esse.
  54. As
  55. additum lure tan
  56. seligres etobordon
  57. 1 16000000 +0001001
  58. 190000
  59. a = I X= l
  60. Si b = 1 erit W0=0
  61. si 6-0 prit 10 =1
  62. sergo d o
  63. Ergo
  64. WoNo
  65. bobo
  66. -b
  67. similiter Cu = d et et u = 1, quin li blo
  68. et Wn
  69. sit sit t= 1- b - c
  70. Ergo H = 1-C
  71. + + b_ + CW =1. E∞ CW = c- cb et bu = b - cb
  72. W u +
  73. W n
  74. U
  75. W0a +
  76. W u
  77. s
  78. a
  79. Y 91
  80. n
  81. nn
  82. L2
  83. 0
  84. =p 20
  85. 2
  86. I=1 mEI neo peo
  87. 9- 1 p=1 120 A =0
  88. et ita porro
  89. lineata tantum sunt 1
  90. religua sunt
  91. et patet redire semper
  92. eandem forman
  93. aM.
  94. m
  95. n
  96. 1. H1 = 21
  97. 1. 12 +2. 11 = 22
  98. fit l.l. 12
  99. 1. 12 = 1. 1 = 2. 11
  100. 1. I.(3 = 1. 11 - 1. 1. 2+22. 11
  101. instituamus rem 3
  102. calculo generali
  103. quasi pumum pro
  104. 1. 1. 1. etc foret
  105. 1jem haec
  106. ut ceuse
  107. ese aqualia, deinde
  108. 10FR+ + 1a+25L6LY + 18,19
  109. 21 + 22 +23 +24 +25 +26 +27 + 28+29
  110. 11. 21 +12, 24 B. 21 +14, 21 + 15. 21+1b. 21 +17. 2)
  111. 11. 22 +12, 2+ 13. 22 4 19, 22 +15. 22 +16. 22
  112. 14. 23 +15. 2
  113. HI. 23+12. 23 + B. 23
  114. F1I. 24 +12. 24+
  115. 411. 25 +
  116. + 11. 26
  117. 1. 26
  118. 24
  119. 11. 2)
  120. 2+ 33+34 +38 +36 +34 + 3)
  121. 11 = 31:21 12. 21. 21 +5222= 21.33. Ergo 12 = 21. 33-22.32,:21. 21
  122. H. El. H = 3 21. 2. 12 + 3227 = 33. 21 FC et fil 21. 12 = 8), 21 - 31.2
  123. 13. ~ et 13. 213 34. 2 + 3331
  124. Ll. 134 33. 21. EL- 31. 22. (2 + 32. 21.23 = 34. 21
  125. seu 213. 13 = 3.4. 21 - 33. 21. 216-32.21. 29 + 31. 22. 22
  126. 13. 2134+ 21. 38. 22+32. 21. 23= 21. 21. 39. seu ent.
  127. ElX +22X + 23X + 24 X
  128. X let ayge par
  129. +2, Xh. 7
  130. C

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 5, fol. 8r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068255:0015?run=74