51³Ô¹Ï

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Taylor series

noun

Mathematics.
  1. an approximation of a given function f at a particular point x, in terms of values of the function and its derivatives at a neighboring point x 0 , by a power series in which the terms are given by f (n) ( x 0 ) ( ³æâˆ’x 0 ) n/n !, where f (n) ( x 0 ) is the derivative of order n evaluated at point x 0 .


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51³Ô¹Ï History and Origins

Origin of Taylor series1

1905–10; after Brook Taylor
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Example Sentences

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With the CA’s “retrieval process†under way, we glimpse one of the series’ international stars: Iain Glen, star of the Jack Taylor series, Downton Abbey and Game of Thrones.

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Any finite number of initial terms of the Taylor series of a function is called a Taylor polynomial.

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The Taylor series of a function is the limit of that function’s Taylor polynomials, provided that the limit exists.—,

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"In fact he was partly responsible for its creation after telling Tim Taylor, series producer, that it would be possible to evaluate a site in only three days," a biography on the Time Team website says.

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"In fact he was partly responsible for its creation after telling Tim Taylor, series producer, that it would be possible to evaluate a site in only three days," it says.

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