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Reflexions on the Metaphysical Principles of the Infinitesimal Analysis ...
Lazare Carnot,W. R. Browell
No preview available - 2013
abscissa absolutely zero amongst arbitrary quantities Assigned Quantities auxiliary quantities Calculus of Variations called infinitely small circle common algebra consequently coordinates Corollary curve differ as little Differential Calculus differing infinitely little difficult eliminate employed equal to zero equations errors example exist expression find the ratio finite quantities functions geometricians hence hypothesis indeterminate quantities infinite number infinitely small quantities Infinitesimal Analysis Infinitesimal Calculus Integral Calculus John Landen Lagrange latter law of continuity Leibnitz Maxima and Minima means method of exhaustion method of fluxions method of Indeterminate method of limits mz and rz neglecting Newton notation number of sides object operations ordinate perfectly exact polygon prime and ultimate proposed quantities quan question real quantities reduced regard result shew simplified subtangent supposed as small tangent theory tion tities triangle ultimate ratios unassigned vanishing quantities variable variation velocity whilst