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Super-root 3
#2
I figured out how to extend the range of the function to complex numbers with negative real part. There seems to be a third branch point at zero. The tradition of putting branch cuts towards negative infinity implies that there are really tiny strips along the negative real axis which require some shifting to a different calculation method.

   
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Super-root 3 - by andydude - 01/03/2016, 07:45 PM
RE: Super-root 3 - by andydude - 01/10/2016, 08:14 AM
RE: Super-root 3 - by andydude - 01/10/2016, 05:41 PM
RE: Super-root 3 - by sheldonison - 01/10/2016, 06:46 PM
RE: Super-root 3 - by andydude - 01/12/2016, 05:07 AM
RE: Super-root 3 - by andydude - 01/12/2016, 08:52 AM
RE: Super-root 3 - by andydude - 01/12/2016, 09:10 AM
RE: Super-root 3 - by andydude - 01/17/2016, 08:26 PM
RE: Super-root 3 - by sheldonison - 01/18/2016, 02:40 AM
RE: Super-root 3 - by andydude - 01/18/2016, 05:28 AM
RE: Super-root 3 - by andydude - 01/19/2016, 03:14 AM

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