Evaluation of Integrals
Certain types of integrals can be evaluated using Cauchy’s residue theorem. The integrands of these integrals can have poles in the complex plane, which we assume for now lie either inside or outside a chosen contour, but not on the contour. The evaluation of an integral when the integrand has poles on the contour is discussed in section 5.3.
KeywordsReal Axis Closed Contour Residue Theorem Fourier Sine Entire Real Axis
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