method of fluxions การใช้

• The first part of the " Method of Fluxions " is a translation of the book by L'H魀ital.
• Newton later offered him financial support to publish " Fluxionum methodus inversa " ( The Inverse Method of Fluxions ), but apparently he turned down the offer.
• Newton's admirers in the Netherlands informed Wallis that Newton's method of fluxions passed there under the name of Gottfried Leibniz's " Calculus Differentials ".
• He also published a translation into English of " Euclid's Elements " ( London : 1728 ) and " The Method of Fluxions, both Direct and Inverse " ( London : 1730 ).
• It was therefore thought necessary that an early opportunity should be taken of asserting Newton's claim to be the inventor of the method of fluxions, and this was why this method first appeared in Wallis's works.
• Isaac Newton had developed a very similar formula in his " Method of Fluxions ", written in 1671, but this work would not be published until 1736, nearly 50 years after Raphson's " Analysis ".
• In " Method of Fluxions " ( written 1671, published 1736 ), Sir Isaac Newton examined the transformations between polar coordinates, which he referred to as the " Seventh Manner; For Spirals ", and nine other coordinate systems.
• Newton's " Method of Fluxions " was formally published posthumously, but following Leibniz's publication of the calculus a bitter rivalry erupted between the two mathematicians over who had developed the calculus first and so Newton no longer hid his knowledge of fluxions.
• Newton dealt with series in his works on " Analysis with infinite series " ( written in 1669, circulated in manuscript, published in 1711 ), " Method of fluxions and infinite series " ( written in 1671, published in English translation in 1736, Latin original published much later ) and " Tractatus de Quadratura Curvarum " ( written in 1693, published in 1704 as an Appendix to his " Optiks " ).