Since I still can not iterate complex numbers, let me make a few opportunistic wild quesses which look nice
\( {1/e}[4]{-\Omega}=\Omega+I*(1-\Omega)=0.567143+I*0.432857... \)
\( {1/e}[4]{-1/\Omega} = \Omega+ I*{(1/\Omega}-1)=0.567143+I*0.763224.. \)
\( {1/e}[4]{\Omega}=\Omega+I*\Omega^{1/(1-\Omega)}=0.567143+I*0.26975. \)
If one of them is close, even real or imaginary part?.
Ivars
\( {1/e}[4]{-\Omega}=\Omega+I*(1-\Omega)=0.567143+I*0.432857... \)
\( {1/e}[4]{-1/\Omega} = \Omega+ I*{(1/\Omega}-1)=0.567143+I*0.763224.. \)
\( {1/e}[4]{\Omega}=\Omega+I*\Omega^{1/(1-\Omega)}=0.567143+I*0.26975. \)
If one of them is close, even real or imaginary part?.
Ivars
