[Complex analysis question]
I'm not sure if it is even possible to do conformal representation of function G to G*, since I need to transform one circle (line is circle with infinite radius) to two circles that interact.
If anyone can give me some opinion about this, it would be great since I don't have any clue how to do it and therefore I think it is even impossible.
Given functions;
$G = {y ≤ x}$ in $G^* = \{|z−i| > √2, |z + i| < √2\} $