A History of the Conceptions of Limits and Fluxions in Great Britain, from Newton to Woodhouse |
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aB+bA algebraic algebraic Quantity Analyst assignable become Benjamin Robins Berkeley Berkeley's called coincide Colson conceive consider continually controversy definition demonstrated differential calculus diminished Doctrine of Fluxions equal equation evanescent quantities explained expression figure finding the fluxion finite quantity flowing quantities Fluent geometrical incre increase Increments or Decrements indivisibles infinite Number infinitely little quantities infinitely small quantities infinitesimal inscribed Instant James Glenie John John Turner Jurin Landen last ratio Leibniz limit London Maclaurin Mathematical mathematician Method of Fluxions moments momentum motion nascent increments Newton's Method notation ordinate Philalethes Philalethes Cantabrigiensis Philosophical prime and ultimate Principia principles proportion Quadratura Curvarum Quadrature of Curves quam quantitatum rectangle reply Republick of Letters Robert Heath Robins Robins's Scholium Simpson Sir Isaac Newton Space subtangent sunt supposed supposition term tion translation Treatise of Fluxions ultimate ratios uniformly variable quantity velocity Walton William Rowan Hamilton writers