How do you integrate f(z) = e^(1/z) in the multiply connected domain {Rez>0}∖{2}(adsbygoogle = window.adsbygoogle || []).push({});

It seems like integrals of this function are path independent in this domain since integrals of e^(1/z) exist everywhere in teh domain {Rez>0}∖{2}. Is that correct?

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# Integrals of the function f(z) = e^(1/z) (complex analysis)

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