Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 34r
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: 0.82.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- 2 Novembi
- 1679
- cujusque
- Hic discimus modum inveniendi progressionem serici
- generalis aequationis affectae, per differentiales ilem
- seu lamentum de demonstranda quadralicae impossibilate
- nempe
- na constans ratio series exprimendi servanda est, pper
- differentiales. Ita facilius postea comparando videbimus
- undata series per differentiales facta comparari possit
- i cum serie alia d infinita per differentiales, facta ex curva
- o algetraica. videamus et de aequationibus:
- SN + P X 4 qX B V sela fiet 3 X dx + p X dx 1 9 dx p dys
- stiat X sit X + pX H y. fier 2X dx + p ex B dys
- E5. sit _ XH a + by+ Cy + y + fy rgy + sqy dc.
- Prit du 0 +bdys + rcydy +3(3 u t af atus 4 593) de +6hy dy ponamus ayp 1
- it ex B 0 + b + 2cy +3By + afy + 5gy +6sy0
- Xdx B ba +ibby +ibcy +. 68,3 + bfy +bgy + bh Y
- treay tecb +2ce nce tief t2cg
- tea + 3e b +3eC, + 3ee +3Cf
- Si H a + uby + nC y + 2aey + 2a5y tragy + rahus
- + V y + 2bcy +2be y + 2b5 4+ 2bgy
- C y +2cey + 2cfY
- + e
- C
- quia evanescit
- patet jam progressio
- in infinitum
- ba 1fbab. y + Ebuc G ribaC y + ebafy + _bagy bah yb
- +bb +lbc 1+Ve +bF aplibg id
- trc a +2czab t2crac
- +bac gplce 1fbc5
- 2c2ac + 2C2af + bp2
- 12c b. 2C 2bc.
- 13e a +denab
- 30a 302ab. 3e eac
- bb
- +feab
- 2C2be.
- 2C, ce 1 4 c ile
- 3erac Be rac
- 3erae + 3e2af
- 3C2bc
- +fhac
- 4f bb
- 59 ab
- 6hae
- a9
- 302 be
- 3Ccc
- 14f2ae
- 4f2bc
- sgrac
- 5g bl.
- nutile hoic
- 6hrab
- inferiore lon
- ga supe
- amonium
- 3e2be
- esa
- de ex
- ab + 2ab y td abet 18 abe 1 + 1d abs
- + b3 + 4bc e+ 5 be
- + 3a 2 4ac + 5b
- membra
- s
- + 10ace
- temmnos prodo
- 5ag
- demto a. de et quoad numeros illud constante
- qui in cubo ab +
- servari mirable ut termini membra primaderminu
- 2
- omnia in lsisplicentur per 1 secundi pa
- numerum termo
- simplum si una duae sint
- ta tum literae, duplicatum, si tres; plures
- enim non conveniunt et hic, et ita habetus
- modus contituandi in infinitum ubi
- una tantu litera ea solum multiplicata per unitatem
- X d
- 7.
- patet omnis
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 34r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0067?run=74