Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 163r
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.
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The machine reads it as
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- =212. 300
- - 2II. 310
- +220. 310
- + 211. 301
- = 202. 301
- 4210. 311
- = 201. 311
- 4201. 302
- 210. 320
- =200. 321
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- +220 306) xy
- 203.300
- =202. 310
- +2. 301
- 4210. 302
- -201. 320
- = 200. 330
- +200. 303
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- 201. 306
- ∞200. 318
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- +200. 361
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- 10. 302
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- 4200. 303
- 310)
- +230. 316
- F221. 301
- 203.301
- 4220. 311
- 202.311.
- +21. 302
- 211. 320
- 201. 321
- F210.317
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- 10. 33
- 200. 313
- 203. 310
- +230. 301
- +220. 302
- 202. 32C
- _ -201. 33C
- 20. 303
- 200. 340
- x2oohe
- = 212. 310
- +271310
- +212301
- 213.201
- +221. 311
- 311
- 302
- =203. 302
- 121. Z20)
- +L30, 320
- I1. 321
- +220. 321
- + 211. 312
- 2. 312
- 220. 33
- 202. 303
- 20. 322
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- 212.520)
- 202. 321
- H120. 32
- Ell. 330
- 1211. 30
- 201. 331
- 1210. 313
- +131. 30
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- Lex combinatoria aequationis:
- Quoedvis membrum habet duos coefficientes; prionis nota aut penultiua est 2, postinioris 3.
- Nota penustima n et addatur ulsima alset inceversa Habengsne procuca
- si prius productum est matus, tume imemorum insinitur siga
- ter
- In eodem Termino (seu eadem forma) concurrunt omnes prodt coefficientium
- combinationes qiu in quibus combinatio productorum pat formam
- quo producibileo multiplicatione termini per X vel cujus divisione per X.y
- prodit ipse terminee terminum daturam.
- exhis sequitur: quoe solis antepenultimis transpositis differunt, habent
- contrario signa termini simplices ut , 3 P etc. habent coefficientes
- non nisi unique notae, id est in quibus vel apenultima vel ultima est vacua.
- Summa notarum duaum sae variationes ejusdem termini sunt uni-
- serptiones, biscerptiones, triscerptiones vel ad summum quadriscerptiones
- numeri ejusdem, qui est numerus gradus unitate auctus.
- -255. 300 )
- 618.3C
- 04. 310
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- +230. 302
- uo
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- 4240. 20
- 0
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 163r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068196:0323?run=74