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so the series is<br />
<br />
n=1: e^x<br />
n=2: e^((x^2)/2)<br />
n=3: e^((x^3)/3)<br />
n=4: e^((x^4)/4)<br />
n=5: e^((x^5)/5)<br />
etc<br />
<br />
Is there a method for finding the sum or the product of this series?
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so the series is

n=1: e^x
n=2: e^((x^2)/2)
n=3: e^((x^3)/3)
n=4: e^((x^4)/4)
n=5: e^((x^5)/5)
etc

Is there a method for finding the sum or the product of this series?

Can anyone identify this series? for n=1..infinity: e^((x^n)/n)

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