TheIsingGuy
Jul3-09, 10:28 AM
What is the convergence of Modified Bessel Function of the first kind to order 0?
I
_{0}=\sum^{\infty}_{k=0}\frac{(Sin^{2}\theta D^{2})^{k}}{(k!)^2}
Where D is a constant, \theta is a variable in an integral in which the above I_{0} is part of the integrand.
Thanks
I
_{0}=\sum^{\infty}_{k=0}\frac{(Sin^{2}\theta D^{2})^{k}}{(k!)^2}
Where D is a constant, \theta is a variable in an integral in which the above I_{0} is part of the integrand.
Thanks