## Indefinite Integrals of complex Bessel Functions

Hi everybody,

I found on my math handbook the formula for analytical solutions of the
following integral:

INT( x*J_n(ax)^2*dx) where J_n = first-type Bessel function of order n

In my case instead of J_n(ax)^2 I have J_n(ax)' *J_n(ax) , where ' is the complex conjugate.
Basically, my first type Bessel functions are complex and I don't know
if the formula I found holds anymore.

Can anybody help me with this?

Thanks a lot,
Riccardo