Note on the paper: A table of definite integrals from the marriage of power and Fourier series

Resumen

This note develops a new technique to exactly evaluate definite integrals for a wide class of analytic integrands in the complex plane which are neither easily calculated nor conveniently tabulated or readily referenced. We examine the real and imaginary parts in particular after expanding these integrands in their corresponding Laurent series. This note may be considered as an extension of the referenced work [1].