Pictures of some generalized analytical continuations
#3
Make sure the functions actually have no fake poles/boundary such as the lambert series for id(z).
Lambert series always have poles dense to eachother. But they can be removable as for id(z).

If you feel something is odd , maybe the boundary is removable.

I have not checked for your functions just a remark.

regards

tommy1729
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RE: Pictures of some generalized analytical continuations - by tommy1729 - 03/11/2023, 09:56 PM

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