Leibniz Legible

Machine transcription of the Leibniz Nachlass

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Leibniz-Handschriften zur Mathematik LH 35, 15, 3, fol. 12v

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: 0.80.

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. 13r); this page is its left half.

The machine reads it as

  1. quaanque potect corsiverari ut polyaonum indefinitorum laterium quomnm unum
  2. quodu satus binaam rectam indefinite gunivam conctituiti
  3. ed a
  4. paralleli radii colia incidant in luonam hi vel
  5. pelactants ut corant in unico puncto; pont notum
  6. d ultimae
  7. hoc in parobola fieri val honim indefinitae intarsectu
  8. one (odina h bmgnhini hib
  9. c
  10. ex inilri adadum est
  11. cient polygonum indefinitorum tatenum, seu ad idem
  12. SD
  13. enovam quam radiis reflaxi tangunt.
  14. sic in prascnti figura omnes MB, NN, oH RW c: denotant incidentes rodior solis. Porro in hisce portionibus Parabalarum A0, OL, L hc E in toto Curivo ADL3 quoe
  15. NB, D6, PB, AE, RF eb: rndios nflexos:
  16. dudefinitae intersectiones fiunt in locie A. D. C. D. EF. at:
  17. zolygonum conctat ex lincolia AB, DE, CD, DE, EF ab.
  18. si jour dictantia MN, N0, OZ, e ch: indefinita parvae concipiants Rolygonum ABCDEFal
  19. regascritabit lumnam, cujus rodius arflexi NA, OB, ZC, AD eb: erunt tangentae d contra
  20. c
  21. c
  22. cimnna quae cunus trugils ab indefinitia linera rectia potect concigi, iic daterurinato esa
  23. ab indafinitia intersectionibus harum
  24. ropositio a. 3heor:
  25. Eit cumno DRE vertum dAHE
  26. Linea L quae augulor LHR et H5 aegnalea facit tangena erit cungue
  27. e
  28. ex evolatione descriphe AHE, in puncto H ubi incidem SH~
  29. reflaxa RH concunnunt (vid. Fgin.)
  30. Demonetratio
  31. Hic duo adunam quae jam dudim a Ma–
  32. tematicie demonctrata; um
  33. 12c
  34. num (vidifie: 2) E; gd si curv cil ADG e ex dato puncto D omna
  35. BDD DH, SEdEI, DF dFK et: tmpen sint conctanti gnanbita
  36. aequa la. ad hoec euuva sit prlta Larabola.
  37. Edo gd in prrabola ADG finca LM, iic ducta ut auguli LD8 d
  38. s
  39. C
  40. HoM siut agnalae eondim tanget in puncto B
  41. Hisca ric positie (oidi fig. 3) sint ACedC3 rectae ad angulos rector conjunct
  42. in C e polyaonum ex lincia BC, M, M2, IC, CD; jam intelli
  43. de
  44. gabs tribus lataribus B, aM, MI, vic applicatim filum, ut in b asix
  45. affigeum sit; in I autem coniriats sic evolvi prout hoc in a
  46. .
  47. definitione de evoluta quamunue octandi; dico emrivam quae
  48. hic extali avolutione describats AOL1 conctare ex tibus
  49. X portionibus AD, OL, L3 Tua varum Parabolicarum quae
  50. no cantriae habent tio puncta B, _M. ad vic ortendo
  51. Dum enim filum sic volvits temper rectae MKVKH aeguant
  52. recta lineae MI usus ad guarchimet, ubi Mitidaeti rectam lincam

Cite

Leibniz-Handschriften zur Mathematik LH 35, 15, 3, fol. 12v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068205:0024?run=74