A Method of Expressing, When Possible, the Value of One Variable Quantity in Integral Powers of Another and Constant Quantities, Having Given Equations Expressing the Relation of These Variable Quantities. In Which Is Contained the General Doctrine of…

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Title
A Method of Expressing, When Possible, the Value of One Variable Quantity in Integral Powers of Another and Constant Quantities, Having Given Equations Expressing the Relation of These Variable Quantities. In Which Is Contained the General Doctrine of…
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1800
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Public domain eBook
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A Method of Expressing, When Possible, the Value of One Variable Quantity in Integral Powers of Another and Constant Quantities, Having Given Equations Expressing the Relation of These Variable Quantities. In Which Is Contained the General Doctrine of Reversion of Series, of Approximating to the Roots of Equations, and of the Solution of Fluxional Equations by Series

Author: Brinkley, J.

Year: 1800

"A Method of Expressing, When Possible, the Value of One Variable Quantity in Integral Powers of Another and Constant Quantities, Having Given Equations Expressing the Relation of These Variable Quantities. In Which Is Contained the General Doctrine of Reversion of Series, of Approximating to the Roots of Equations, and of the Solution of Fluxional Equations by Series" is an article from The Transactions of the Royal Irish Academy, Volume 7 . View more articles from The Transactions of the Royal Irish Academy . View this article on JSTOR . View this article's JSTOR metadata . You may also retrieve all of this items metadata in JSON at the following URL: https://archive.org/metadata/jstor-30078951

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