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Taylor series
(redirected from Taylor coefficient)

   Also found in: Wikipedia 0.01 sec.
Taylor series [′tā·lər ‚sir·ēz]
(mathematics)
The Taylor series corresponding to a function ƒ(x) at a pointx0is the infinite series whosenth term is (1/n!)·ƒ(n)(x0)(x-x0)n, where ƒ(n)(x) denotes thenth derivative of ƒ(x).
(naval architecture)
Resistance charts based upon model tests of a series of ships derived by altering the proportions of a single parent form; used to study the effects of these alterations on resistance to the ship's motion, and to predict the powering requirements for new ships.


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The following lemma enables us to compute explicit formulas for the variances of the random variables and to estimate the Taylor coefficients of the functions in question.
Uniqueness shall prove important for developing algorithms to determine the Taylor coefficients of the terms appearing in these representations.
 
 
 
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