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Bessel functions and the iteration of \(e^z -1 \)

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Bessel functions and the iteration of \(e^z -1 \)
bo198214 Offline
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#5
08/22/2022, 07:51 AM (This post was last modified: 08/22/2022, 08:03 AM by bo198214.)
I have to admit, I am out here - unfortunately I have zero background in integral transforms (and divergent summability either, lol) - so really can not verify what you wrote - not even with your improved explanations. So I would appeal to maybe MphLee or Leo.W, maybe? ...

But one question I would have: What specifiic properties of \(e^x-1\) did you use in your argumentation? Would it also work with \(xe^x\) or \(x+x^2\)?
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RE: Bessel functions and the iteration of \(e^z -1 \) - by bo198214 - 08/22/2022, 07:51 AM

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