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I have an integral I would like to solve. So far I've just been solving it numerically, but I wondered if it might be possible to get an analytical result.

Here it is:

[tex]

\int_{-\infty}^{\infty} e^{k\cos(\omega t-a)}e^{-(bt-c)^2/(2\sigma^2)} dt

[/tex]

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# Integral Question

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