Koebe function

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Koebe function [′kā·bē ‚fəŋk·shən]

(mathematics)

The analytic functionk(z) =z(1 -z)^-2=z+ 2z²+ 3z³+ ⋯, that maps the unit disk onto the entire complex plane minus the part of the negative real axis to the left of -¼.

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