Would it be possible to calculate the following convolution analytically $$ K_0(\xi r) * \frac{\sin(r)}{r}, $$ where $K_0$ is a modified Bessel function of the second kind and $*$ denotes convolution.
Thanking you!
Wang Zhe
Would it be possible to calculate the following convolution analytically $$ K_0(\xi r) * \frac{\sin(r)}{r}, $$ where $K_0$ is a modified Bessel function of the second kind and $*$ denotes convolution.
Thanking you!
Wang Zhe
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