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Do integral transforms with meromorphic kernels always have analytic continuation ? I think so, but I do not know how to prove it.

For clarity with analytic continuation I assume it was already analytic somewhere.

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    By "meromorphic kernel with analytic continuation" do you mean "meromorphic kernel on all of $\mathbb{C}$"?2012-11-27
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    Yes thats what I mean.2012-11-27
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    Mick? Are you okay? I had no other way to contact you and I noticed you disappeared from the chat, I felt responsible for this - due to my joke. If this was the reason, I was only kidding, sorry if it hurt you.2012-12-06
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    @GustavoBandeira Dont worry my friend. I do not even know what you are talking about :)2012-12-29

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