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Method of Fluxions (em latim: De Methodis Serierum et Fluxionum) [1] é um tratado matemático de Sir Isaac Newton que serviu como uma das primeiras formulações escritas do cálculo moderno. [2] [3] O Livro. Foi concluído em 1671 e publicado em 1736. Fluxion é o termo que Newton utilizou para se referir a uma derivada.
29 de mar. de 2010 · Section 2.2 is concerned with a mathematical method which Newton developed from the year 1664. He labelled it the ‘analytical method of fluxions’. It can be defined as the Newtonian equivalent, or counterpart, of the Leibnizian differential and integral calculus, and briefly – but somewhat improperly – called the ‘fluxional calculus’.
This “more natural approach” was first attempted in an Addendum to De Methodis, which Newton probably wrote in 1671; it was further elaborated in “Geometria Curvilinea,” in Section 1, Book 1, of the Principia, and in De Quadratura. 9 In his mature years, Newton sometimes referred to this approach as the synthetic method of fluxions, as opposed to the analytical method of fluxions. 10
Newton's youthful method of fluxions, though dealing with abstract mathematics, has a crucial role in revealing true knowledge about the God of creation and sustenance. The mathematical method captures and reveals the most fundamental truth about the mechanism of perception and the natural decline of all processes in Nature.
Method of Series and Fluxions), but he no one saw this for 40 years until he brought out a modified version in 1711. He actually described what he had done in the 3rd person in course of his priority fight with Leibniz over the discovery of calculus: By the help of the new analysis Mr. Newton found out most of the Propositions in his Principia
The History of the Method of \Series/ Fluxions & Moments. D r Wallis in his Opus Arithmeticum published A.C. 1657 cap 33 Prop. 68 reduced the fraction A 1−R A 1 − R by perpetual division into the series AR AR2 +AR3 +AR4+ AR 2 + AR 3 + AR 4 + &c. Mr Newton in the beginning of the year 1665 found out the reduction of any Dignity of ay ...
The Method of Fluxions became one of Newton’s most widely read mathematical works. It was soon translated into French by Georges-Louis Leclerc de Buffon in 1740 and in 1744 back into Latin (from Colson’s English) by the Italian Calvinist refugee Giovanni Francesco Salvemini (Jean de Castillon or Castillioneus).
