Principia calculi differentialis et integralis itemque calculi differentiarum finitarumtypis Ioannis Baptistae Marini et Socii, 1845 - 389 pages |
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Autres éditions - Tout afficher
Principia calculi differentialis et integralis, itemque calculi ... Andrea CARAFFA Affichage du livre entier - 1845 |
Expressions et termes fréquents
abscissarum aequatio arbitrariae arc(tang assequimur b₁ B₂ binae binarum C₁ C₂ compendii causa consequenter constantes coordinatas cosx cujus integrale curvae d³y data denotante derivatas df df df(x differentiale dM dN dv dv dv dx dx dx dy dx dx dz dx² dx³ dxdy dxdz dy 0 dy dx dy dy dy dy dz dy² dy³ dz dx dz dy dz dz ejusmodi elem erit eruetur erunt exsistet factis facto fore functio functiones ƒª H₂ habebis hinc hx+k iccirco ideoque igitur infinitesima integrale aequationis integralia integratio membrum nimirum obveniet plano pone primi ordinis prodibit proinde Proponitur proveniet puncta punctum quantitates quoad radius secunda secundi ordinis sina sinx sub hypothesi substitue sumus hypothesi suppeditat tang(tx traducetur valor valores valoribus variabiles X-COS y²² αμ