Amazing fractals.

So is there now final formula for all branches of h(z) = e^-Wk(-ln(z))? So easy so I can use Wolfram function evaluation web page? Would it work also for analytic continuation of h(z) in the range z>e^1/e and or z<0? (by using ln(-x)= ln(x) +- pi*I*(2k+1), k>=0)?

Ivars

So is there now final formula for all branches of h(z) = e^-Wk(-ln(z))? So easy so I can use Wolfram function evaluation web page? Would it work also for analytic continuation of h(z) in the range z>e^1/e and or z<0? (by using ln(-x)= ln(x) +- pi*I*(2k+1), k>=0)?

Ivars