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Integrate: \[ \int_0^{\infty} \frac{\sin (ax)}{e^{2\pi x} - 1}dx\] Does anyone know how to integrate it by the method of contour?
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I'd be curious to learn the answer if you've got it.
this is complicated http://math.stackexchange.com/questions/395822/integrate-int-0-infty-frac-sinh-ax-sinh-x-cos-bx-dx
Nuugh. Contour integration is so beautiful, but so hard!
I think it's the easiest way you can do with it. The real methods are rather hard ... requires special functions.
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