Titlebook: Calculus: A Liberal Art; William McGowen Priestley Textbook 1998Latest edition Springer Science+Business Media New York 1998 Derivative.Di

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https://doi.org/10.1007/978-3-642-74119-7Given a curve, such as the one below, how can one locate its lowest point? This problem arose naturally in Chapter 1, along with the analogous problem of finding the highest point on a curve. Both problems can be solved by the same method, to which we now turn.

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Optimization by Diploid Search StrategiesThings change. The world is in flux. How can one understand a world in which change plays so great a role? The seventeenth-century answer given by Leibniz and Newton is simplicity itself:.Study .

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Robert H. Bonneau,John Hunzekermay have the urge instead to jump flat-footed into an attack upon the problem that arose in Chapter 1, the problem of how the highest and lowest points of a curve may easily be found. Those readers may scan these short chapters quickly and jump into Chapter 4 if they wish, but they are warned that f

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W. von Seelen,H. A. Mallot,F. Giannakopoulostion is ., which has similarly acquired overlays of meanings stemming from the idea of measurement. We find it as a suffix in many academic words derived from Greek: . (“study of man”), . (“study of life”), and so on. The word ., of course, also comes from ..

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Neural and Synergetic Computerst us close this volume by discussing the way calculus was viewed in the seventeenth century, looking both backward and forward in time to put this remarkable century’s mathematical thought in true perspective—and perhaps to learn something about the true nature of mathematics itself.