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Consider the integral I() = fodt. In class we showed that the asymptotic expansion (-1)n! 20+1 I(=) ~ 0 is valid as o along
Consider the integral I() = fodt. In class we showed that the asymptotic expansion (-1)"n! 20+1 I(=) ~ 0 is valid as o along the positive real axis. Show that this expansion is in fact asymptotic for o in the wedge (z EC: |Argz] 0. Mimi
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To show that the asymptotic expansion is valid for z in the wedge region C where is a small positive value we need to demonstrate that the remainder term of the expansion tends to zero as n approaches ...
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Calculus With Applications
Authors: Margaret L. Lial
12th Edition
978-0135871348, 0135871344
