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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.
Method of Fluxions (Latin: De Methodis Serierum et Fluxionum) is a mathematical treatise by Sir Isaac Newton which served as the earliest written formulation of modern calculus. The book was completed in 1671 and posthumously published in 1736.
In the frontispiece for Isaac Newton’s Method of Fluxions (1736), the ancient philosophers contemplate the principles of motion while the contemporary, seventeenth century gentlemen hunters utilize them in the quest for a moving target.
This chapter explores the analytical method of fluxions, as stated in De Methodis. Newton’s method of fluxions can be divided into two parts: The direct and the inverse. Newton considered the techniques of the direct method to be perfected, as presented in his treatise De Methodis.
O De methodis de Newton (escrito em 1671) é o resultado da revisão de um tratado que ele deixara inacabado por volta de outubro e novembro de 1666 (The october 1666 tract on fluxions, assim intitulado por Whiteside).
- Marco Panza
- 2010
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).
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 by perpetual division into the series AR 2 + AR 3 + AR 4 + &c.
