Mathematics.Taylor('s) series, an infinite series of the form f(a) + hf′(a) + h 2 f″(a)/2! + … + hn−1f(n−1)(a)/(n − 1)! + …, where f(i)(a) is the…
| 单词 | θ114856 |
| 释义 | the world > relative properties > number > mathematics > [noun] > mathematical enquiry > proposition > theorem > specific theorem > relating to functions (7) Taylor's theorem1816 Mathematics.Taylor('s) series, an infinite series of the form f(a) + hf′(a) + h 2 f″(a)/2! + … + hn−1f(n−1)(a)/(n − 1)! + …, where f(i)(a) is the… Maclaurin's theorem1820 Taylor's theorem applied to a function at the origin. Leibniz theorem1852 the theorem that the nth derivative of a product of two functions may be expressed as a sum of products of the derivatives of the individual… Green's theorem1857 a theorem relating a line integral around a closed curve to a double integral over the region bounded by the curve, or a double integral over a… Laurent's theorem1893 Used attributively and in the possessive in Laurent's expansion n. also Laurent expansion, the expression of a function of a complex variable z… factor theorem1894 the theorem stating that (x − a) is a factor of a given polynomial f(x) whenever f(a) = 0, and vice versa. factor law1901 = factor theorem n. |
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