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How to compute an integral
Posted:
Jun 14, 1996 11:33 AM


Previously, I post a problem "how to compute a residue...", thanks for the kind response, yes, the residue may not be defined. My original intention is to find the following integration
\int_{\sigmaj\infty}^{\sigma+j\infty} g(z)/(za)^r ds
where r is NONINTEGER (>0), \sigma>0, a>0, g(z) is analytic and any other conditions you add, of course \sigma<a. Any ideas? In the literature, only the case when 0<r<1 and g(z) is rational function is discussed!
Thanks again for your help!
Michael



