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I am trying to perform a 2D discrete convolution of two terms; one a Gaussian and a differentiated Green's function containing Hankel function of first kind and zero order. The convolution is defined as $$p(x,y,t) = f(x,y) * \frac{d}{dt} G(x,y,t)$$...
I have an improper integral whose integrand consists of a Cosine term, exponential term and zero-order Bessel functions. I have tried using "Integrate" and "NIntegrate" but I get an un-converged output. I have also tried to convert the integral into...