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339. Close. 流数是牛顿对于 导数 的称法。. 由于 伦敦大瘟疫 ，1665至1667年 剑桥大学 暂时关闭，牛顿遂在 伍尔索普庄园 完成了流数法的发明，但当时他没有公开发表此方法（无独有偶，他的著作《 自然哲学的数学原理 》里的研究成果也是在这个时间完成的，但 ...
El Método de las fluxiones y series infinitas es una obra de Sir Isaac Newton que fue terminada en 1671, aunque su publicación no fue hasta 1736. Newton expone en este libro los fundamentos de un nuevo tipo de matemáticas: «las razones primeras y últimas de cantidades» como el mismo las llamó, esto es: el cálculo infinitesimal (calculus); ideado simultáneamente por el matemático ...
Two methods for computing derivative of f(x) by the method of fluxions; 1. Algebraically; e.g., expand f(x+o) in a power series in powers of o (Maclaurin) and look for the coefficient (‘modulus’) of the term linear in o
7 de mai. de 2021 · BREVE APONTAMENTO SOBRE THE METHOD OF FLUXIONS AND INFINITE SERIES, DE ISAAC NEWTON. May 2021. Authors: Jorge Luiz de Almeida Zeferino Junior. Pontifícia Universidade Católica de São Paulo (PUC ...
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
This chapter explores Newton’s synthetic method of fluxions, as provided in his works “Geometria Curvilinea,” the Principia, and the introduction to De Quadratura, and examines his synthetic quadrature of the cissoids. Newton perfected his newly developed synthetic method of fluxions in his treatise “Geometrica Curvilinea.”
