Functions and Analysis

    

Derivative of a Sequence at Infinity

Authors: Josef Bukac

When a sequence of real numbers is convergent to some finite number, we may approximate the members of the sequence by its limit provided the subscript is large. But we may want a higher accuracy. If we know the speed of convergence, we define a derivative of the sequence at infinity. We also define the second derivative which enables us even better approximations.

Comments: 13 Pages.

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[v1] 2022-03-26 04:24:39

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