The challenge here is merely to evaluate the following integral: $$\int_0^{\infty} dx \frac{\log{(1+x^3)}}{(1+x^2)^2}$$ This integral is a tough one because of the branch points strewn throughout the complex plane, as well as the utter lack of symmetry. It turns out, however, that we may still use the residue theorem to evaluate the integral so long […]

Recent Comments
 Ron on Inverse Laplace Transform IV
 David Sacco on Inverse Laplace Transform IV
 Ron on Logs on a dogbone
 Frank on Logs on a dogbone
 Mahmoud Elzouka on Cauchy Principal Value

Meta