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Calculus of Finite Differences - eDisk

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– p. 2/?There are many similarities between ∆ and the usualcalculus operator d.The similarities are more striking if we set h = 1, andif we definex (n) = x(x − 1)(x − 2) · · · (x − n + 1);the x (n) s form a more natural basis for the space <strong>of</strong>polynomials when working with ∆.

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